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      "text/plain": "<xarray.Dataset>\nDimensions:                              (y: 2748, x: 2748, o: 1)\nCoordinates:\n  * y                                    (y) float32 0.0 1.0 ... 2.747e+03\n  * x                                    (x) float32 0.0 1.0 ... 2.747e+03\nDimensions without coordinates: o\nData variables:\n    CFR                                  (x, y) float32 ...\n    nominal_satellite_subpoint_lat       (o) float32 ...\n    nominal_satellite_subpoint_lon       (o) float32 ...\n    nominal_satellite_height             (o) float32 ...\n    geospatial_lat_lon_extent            (o) float32 ...\n    OBIType                              (o) int32 ...\n    processing_parm_version_container    (o) int32 ...\n    algorithm_product_version_container  (o) int32 ...\n    DQF                                  (x, y) int8 ...\nAttributes: (12/26)\n    dataset_name:              CFR\n    naming_authority:          NSMC CMA\n    Institution:               NSMC\n    Project:                   NOM\n    Conventions:               CF-1.7\n    Metadata_Conventions:      Dataset Discovery v1.0\n    ...                        ...\n    time_coverage_start:       2023-05-09T14:30:02.352Z\n    time_coverage_end:         2023-05-09T14:42:57.792Z\n    Data Quality:              0\n    L0QualityFlag:             \n    PosQualityFlag:            \n    CalQualityFlag:            0 0 0 0 0 0 0 0 0 0 0 0 0 0 0",
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div,\n.xr-index-data,\n.xr-attrs {\n  padding-left: 25px !important;\n}\n\n.xr-attrs,\n.xr-var-attrs,\n.xr-var-data,\n.xr-index-data {\n  grid-column: 1 / -1;\n}\n\ndl.xr-attrs {\n  padding: 0;\n  margin: 0;\n  display: grid;\n  grid-template-columns: 125px auto;\n}\n\n.xr-attrs dt,\n.xr-attrs dd {\n  padding: 0;\n  margin: 0;\n  float: left;\n  padding-right: 10px;\n  width: auto;\n}\n\n.xr-attrs dt {\n  font-weight: normal;\n  grid-column: 1;\n}\n\n.xr-attrs dt:hover span {\n  display: inline-block;\n  background: var(--xr-background-color);\n  padding-right: 10px;\n}\n\n.xr-attrs dd {\n  grid-column: 2;\n  white-space: pre-wrap;\n  word-break: break-all;\n}\n\n.xr-icon-database,\n.xr-icon-file-text2,\n.xr-no-icon {\n  display: inline-block;\n  vertical-align: middle;\n  width: 1em;\n  height: 1.5em !important;\n  stroke-width: 0;\n  stroke: currentColor;\n  fill: currentColor;\n}\n</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\nDimensions:                              (y: 2748, x: 2748, o: 1)\nCoordinates:\n  * y                                    (y) float32 0.0 1.0 ... 2.747e+03\n  * x                                    (x) float32 0.0 1.0 ... 2.747e+03\nDimensions without coordinates: o\nData variables:\n    CFR                                  (x, y) float32 ...\n    nominal_satellite_subpoint_lat       (o) float32 ...\n    nominal_satellite_subpoint_lon       (o) float32 ...\n    nominal_satellite_height             (o) float32 ...\n    geospatial_lat_lon_extent            (o) float32 ...\n    OBIType                              (o) int32 ...\n    processing_parm_version_container    (o) int32 ...\n    algorithm_product_version_container  (o) int32 ...\n    DQF                                  (x, y) int8 ...\nAttributes: (12/26)\n    dataset_name:              CFR\n    naming_authority:          NSMC CMA\n    Institution:               NSMC\n    Project:                   NOM\n    Conventions:               CF-1.7\n    Metadata_Conventions:      Dataset Discovery v1.0\n    ...                        ...\n    time_coverage_start:       2023-05-09T14:30:02.352Z\n    time_coverage_end:         2023-05-09T14:42:57.792Z\n    Data Quality:              0\n    L0QualityFlag:             \n    PosQualityFlag:            \n    CalQualityFlag:            0 0 0 0 0 0 0 0 0 0 0 0 0 0 0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-5e3d0b72-9ff8-4457-ba82-238e1785f94d' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5e3d0b72-9ff8-4457-ba82-238e1785f94d' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>y</span>: 2748</li><li><span class='xr-has-index'>x</span>: 2748</li><li><span>o</span>: 1</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-ebbc40ed-25d6-40d1-9c8f-cfcc847d7f12' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ebbc40ed-25d6-40d1-9c8f-cfcc847d7f12' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 ... 2.746e+03 2.747e+03</div><input id='attrs-4875fbf6-64db-4d74-9bf4-0f12537cddc2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4875fbf6-64db-4d74-9bf4-0f12537cddc2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-baa043a3-3922-4605-abbf-50a1954e3125' class='xr-var-data-in' type='checkbox'><label for='data-baa043a3-3922-4605-abbf-50a1954e3125' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>FY4B fixed grid projection y-coordinate</dd></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e+00, 2.000e+00, ..., 2.745e+03, 2.746e+03, 2.747e+03],\n      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 ... 2.746e+03 2.747e+03</div><input id='attrs-ebedf3ae-08a9-4ac8-8a57-864542ed185d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ebedf3ae-08a9-4ac8-8a57-864542ed185d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc16ab14-f2b6-4d4c-ac87-e0a52f094c23' class='xr-var-data-in' type='checkbox'><label for='data-dc16ab14-f2b6-4d4c-ac87-e0a52f094c23' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>FY4B fixed grid projection x-coordinate</dd></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e+00, 2.000e+00, ..., 2.745e+03, 2.746e+03, 2.747e+03],\n      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1b5b0753-e668-4e9e-9909-d6dede7e2684' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1b5b0753-e668-4e9e-9909-d6dede7e2684' class='xr-section-summary' >Data variables: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>CFR</span></div><div class='xr-var-dims'>(x, y)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-284e9714-85cf-452b-8473-c44cc800c927' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-284e9714-85cf-452b-8473-c44cc800c927' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4794e953-711b-48f9-8673-ca880b0d5a7c' class='xr-var-data-in' type='checkbox'><label for='data-4794e953-711b-48f9-8673-ca880b0d5a7c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>FY4B PGS L2 Cloud Coverage Product</dd><dt><span>standard_name :</span></dt><dd>Cloud Coverage Product</dd><dt><span>FillValue :</span></dt><dd>-1.0</dd><dt><span>valid_range :</span></dt><dd>[0. 1.]</dd><dt><span>units :</span></dt><dd></dd><dt><span>resolution :</span></dt><dd>4KM</dd><dt><span>ancillary_variables :</span></dt><dd>DQF</dd><dt><span>Description :</span></dt><dd>65535:Space</dd></dl></div><div class='xr-var-data'><pre>[7551504 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nominal_satellite_subpoint_lat</span></div><div class='xr-var-dims'>(o)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ec9e9058-ee44-4a73-b83a-f0a137690014' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ec9e9058-ee44-4a73-b83a-f0a137690014' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-39818c93-3cac-4448-b564-9bdba1970417' class='xr-var-data-in' type='checkbox'><label for='data-39818c93-3cac-4448-b564-9bdba1970417' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>nominal satellite subpoint latitude (platform latitude)</dd><dt><span>standard_name :</span></dt><dd>Latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nominal_satellite_subpoint_lon</span></div><div class='xr-var-dims'>(o)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f6c00620-bacb-4e35-9459-152b65ee7e53' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f6c00620-bacb-4e35-9459-152b65ee7e53' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-32b615c9-8c80-4c9e-9dac-f69369975906' class='xr-var-data-in' type='checkbox'><label for='data-32b615c9-8c80-4c9e-9dac-f69369975906' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>nominal satellite subpoint longitude (platform longitude)</dd><dt><span>standard_name :</span></dt><dd>Longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>nominal_satellite_height</span></div><div class='xr-var-dims'>(o)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-14dd204a-f277-4ac7-942b-e2bf6e0a41f3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-14dd204a-f277-4ac7-942b-e2bf6e0a41f3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d822fb0-95ac-4067-8ab8-4162441e05c9' class='xr-var-data-in' type='checkbox'><label for='data-7d822fb0-95ac-4067-8ab8-4162441e05c9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>nominal satellite height above GRS 80 ellipsoid(platform altitude)</dd><dt><span>standard_name :</span></dt><dd>height_above_reference_ellipsoid</dd><dt><span>units :</span></dt><dd>km</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>geospatial_lat_lon_extent</span></div><div class='xr-var-dims'>(o)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-96f500eb-d3f5-422d-be4f-2080a5278d16' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-96f500eb-d3f5-422d-be4f-2080a5278d16' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-efac8800-c8df-4bb4-906d-2e04f977023f' class='xr-var-data-in' type='checkbox'><label for='data-efac8800-c8df-4bb4-906d-2e04f977023f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>geospatial latitude and longitude references</dd><dt><span>begin_line_number :</span></dt><dd>0</dd><dt><span>end_line_number :</span></dt><dd>2747</dd><dt><span>begin_pixel_number :</span></dt><dd>0</dd><dt><span>end_pixel_number :</span></dt><dd>2747</dd><dt><span>RegCenterLat :</span></dt><dd>65535.0</dd><dt><span>RegCenterLon :</span></dt><dd>65535.0</dd><dt><span>RegLength :</span></dt><dd>2748.0</dd><dt><span>RegWidth :</span></dt><dd>2748.0</dd><dt><span>geospatial_lat_units :</span></dt><dd>degrees_north</dd><dt><span>geospatial_lon_units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>OBIType</span></div><div class='xr-var-dims'>(o)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9ec62aa5-042e-479c-bc7d-d774ce145af8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9ec62aa5-042e-479c-bc7d-d774ce145af8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-72b9fd95-c417-4737-bb22-caf6e1b500b6' class='xr-var-data-in' type='checkbox'><label for='data-72b9fd95-c417-4737-bb22-caf6e1b500b6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Observing Type</dd><dt><span>standard_name :</span></dt><dd>OBIType</dd><dt><span>OBIType_values :</span></dt><dd>[0 1 2 3]</dd><dt><span>OBIType_meanings :</span></dt><dd>0:Full_disk_observation 1:Southern_hemisphere_observation 2:Northern _hemisphere_observation 3:Regional observation</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>processing_parm_version_container</span></div><div class='xr-var-dims'>(o)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8de1560e-cf78-4170-a1a0-523ae36bdce0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8de1560e-cf78-4170-a1a0-523ae36bdce0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a2ffa205-76c4-4964-9dcb-fca21a9890cf' class='xr-var-data-in' type='checkbox'><label for='data-a2ffa205-76c4-4964-9dcb-fca21a9890cf' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>container for processing parameter package filename and product version</dd><dt><span>product_version :</span></dt><dd>2016-10-10</dd><dt><span>processing_parm_version :</span></dt><dd>2016-10-10</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>algorithm_product_version_container</span></div><div class='xr-var-dims'>(o)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1241c6d4-bf85-4340-9ea9-7274a9e7cd92' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1241c6d4-bf85-4340-9ea9-7274a9e7cd92' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-24f56ba1-76d2-4369-ae54-33b077fa781c' class='xr-var-data-in' type='checkbox'><label for='data-24f56ba1-76d2-4369-ae54-33b077fa781c' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>container for algorithm package filename and product version</dd><dt><span>product_version :</span></dt><dd>2016-10-10</dd><dt><span>algorithm_version :</span></dt><dd>2016-10-10</dd></dl></div><div class='xr-var-data'><pre>[1 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DQF</span></div><div class='xr-var-dims'>(x, y)</div><div class='xr-var-dtype'>int8</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6151e654-b40c-452b-909b-d8c9580e2600' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6151e654-b40c-452b-909b-d8c9580e2600' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f9d8844f-c410-4d2c-8465-1a8147925b25' class='xr-var-data-in' type='checkbox'><label for='data-f9d8844f-c410-4d2c-8465-1a8147925b25' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Cloud Coverage quality flags</dd><dt><span>standard_name :</span></dt><dd>status_flag</dd><dt><span>FillValue :</span></dt><dd>127</dd><dt><span>valid_range :</span></dt><dd>[0 3]</dd><dt><span>units :</span></dt><dd>NULL</dd><dt><span>flag_values :</span></dt><dd>[0 1 2 3]</dd><dt><span>flag_meanings :</span></dt><dd>good_pixel conditionally_usable_pixel out_of_range_pixel no_value_pixel</dd><dt><span>number_of_qf_values :</span></dt><dd>4</dd><dt><span>Description :</span></dt><dd>0:good_pixel,1:conditionally_usable_pixel,2:out_of_range_pixel,3:no_value_pixel</dd></dl></div><div class='xr-var-data'><pre>[7551504 values with dtype=int8]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8d72851d-a560-46a4-9f90-fcbc36c77e3f' class='xr-section-summary-in' type='checkbox'  ><label for='section-8d72851d-a560-46a4-9f90-fcbc36c77e3f' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0a4e6c83-b76b-4284-924c-3727530c7a7a' class='xr-index-data-in' type='checkbox'/><label for='index-0a4e6c83-b76b-4284-924c-3727530c7a7a' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([   0.0,    1.0,    2.0,    3.0,    4.0,    5.0,    6.0,    7.0,\n                 8.0,    9.0,\n              ...\n              2738.0, 2739.0, 2740.0, 2741.0, 2742.0, 2743.0, 2744.0, 2745.0,\n              2746.0, 2747.0],\n             dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;, length=2748))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e5dc0952-1862-4021-bfd9-6330af4ae468' class='xr-index-data-in' type='checkbox'/><label for='index-e5dc0952-1862-4021-bfd9-6330af4ae468' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([   0.0,    1.0,    2.0,    3.0,    4.0,    5.0,    6.0,    7.0,\n                 8.0,    9.0,\n              ...\n              2738.0, 2739.0, 2740.0, 2741.0, 2742.0, 2743.0, 2744.0, 2745.0,\n              2746.0, 2747.0],\n             dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;, length=2748))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a17e5d08-e127-490c-8f57-410af6606794' class='xr-section-summary-in' type='checkbox'  ><label for='section-a17e5d08-e127-490c-8f57-410af6606794' class='xr-section-summary' >Attributes: <span>(26)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>dataset_name :</span></dt><dd>CFR</dd><dt><span>naming_authority :</span></dt><dd>NSMC CMA</dd><dt><span>Institution :</span></dt><dd>NSMC</dd><dt><span>Project :</span></dt><dd>NOM</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>Metadata_Conventions :</span></dt><dd>Dataset Discovery v1.0</dd><dt><span>standard_name_vocabulary :</span></dt><dd>CF Standard Name Table</dd><dt><span>Title :</span></dt><dd>FY4B PGS L2 CFR</dd><dt><span>Summary :</span></dt><dd>CFR</dd><dt><span>platform_ID :</span></dt><dd>FY4B</dd><dt><span>instrument_type :</span></dt><dd>FY4B  Advanced Geosynchronous Radiation Image</dd><dt><span>instrument_ID :</span></dt><dd>AGRI</dd><dt><span>processing_level :</span></dt><dd>L2</dd><dt><span>date_created :</span></dt><dd>2023-05-09T14:50:44Z</dd><dt><span>production_site :</span></dt><dd>NSMC</dd><dt><span>production_environment :</span></dt><dd>UNIX</dd><dt><span>Version Of Software :</span></dt><dd>V1.0</dd><dt><span>Software Revision Date :</span></dt><dd>2017-09-12</dd><dt><span>scene_id :</span></dt><dd>Full Disk possible values are Full Disk,Southern HEMisphere,the Northern HEMisphere,Regional,China Regional</dd><dt><span>spatial_resolution :</span></dt><dd>4km at nadir</dd><dt><span>time_coverage_start :</span></dt><dd>2023-05-09T14:30:02.352Z</dd><dt><span>time_coverage_end :</span></dt><dd>2023-05-09T14:42:57.792Z</dd><dt><span>Data Quality :</span></dt><dd>0</dd><dt><span>L0QualityFlag :</span></dt><dd></dd><dt><span>PosQualityFlag :</span></dt><dd></dd><dt><span>CalQualityFlag :</span></dt><dd>0 0 0 0 0 0 0 0 0 0 0 0 0 0 0</dd></dl></div></li></ul></div></div>"
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import xarray as xr\n",
    "import warnings\n",
    "warnings.filterwarnings('ignore')\n",
    "\n",
    "dataset = xr.open_dataset('FY4B/FY4B-_AGRI--_N_DISK_1330E_L2-_CFR-_MULT_NOM_20230509143000_20230509144459_4000M_V0001.NC')\n",
    "dataset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "outputs": [
    {
     "data": {
      "text/plain": "<matplotlib.image.AxesImage at 0x23a63097460>"
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": 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     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "plt.imshow(dataset['CFR'])"
   ],
   "metadata": {
    "collapsed": false
   }
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "outputs": [
    {
     "data": {
      "text/plain": "<xarray.DataArray 'CFR' (x: 2748, y: 2748)>\narray([[65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       ...,\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.]], dtype=float32)\nCoordinates:\n  * y        (y) float32 0.0 1.0 2.0 3.0 ... 2.745e+03 2.746e+03 2.747e+03\n  * x        (x) float32 0.0 1.0 2.0 3.0 ... 2.745e+03 2.746e+03 2.747e+03\nAttributes:\n    long_name:            FY4B PGS L2 Cloud Coverage Product\n    standard_name:        Cloud Coverage Product\n    FillValue:            -1.0\n    valid_range:          [0. 1.]\n    units:                \n    resolution:           4KM\n    ancillary_variables:  DQF\n    Description:          65535:Space",
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div,\n.xr-index-data,\n.xr-attrs {\n  padding-left: 25px !important;\n}\n\n.xr-attrs,\n.xr-var-attrs,\n.xr-var-data,\n.xr-index-data {\n  grid-column: 1 / -1;\n}\n\ndl.xr-attrs {\n  padding: 0;\n  margin: 0;\n  display: grid;\n  grid-template-columns: 125px auto;\n}\n\n.xr-attrs dt,\n.xr-attrs dd {\n  padding: 0;\n  margin: 0;\n  float: left;\n  padding-right: 10px;\n  width: auto;\n}\n\n.xr-attrs dt {\n  font-weight: normal;\n  grid-column: 1;\n}\n\n.xr-attrs dt:hover span {\n  display: inline-block;\n  background: var(--xr-background-color);\n  padding-right: 10px;\n}\n\n.xr-attrs dd {\n  grid-column: 2;\n  white-space: pre-wrap;\n  word-break: break-all;\n}\n\n.xr-icon-database,\n.xr-icon-file-text2,\n.xr-no-icon {\n  display: inline-block;\n  vertical-align: middle;\n  width: 1em;\n  height: 1.5em !important;\n  stroke-width: 0;\n  stroke: currentColor;\n  fill: currentColor;\n}\n</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;CFR&#x27; (x: 2748, y: 2748)&gt;\narray([[65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       ...,\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.]], dtype=float32)\nCoordinates:\n  * y        (y) float32 0.0 1.0 2.0 3.0 ... 2.745e+03 2.746e+03 2.747e+03\n  * x        (x) float32 0.0 1.0 2.0 3.0 ... 2.745e+03 2.746e+03 2.747e+03\nAttributes:\n    long_name:            FY4B PGS L2 Cloud Coverage Product\n    standard_name:        Cloud Coverage Product\n    FillValue:            -1.0\n    valid_range:          [0. 1.]\n    units:                \n    resolution:           4KM\n    ancillary_variables:  DQF\n    Description:          65535:Space</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'CFR'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>x</span>: 2748</li><li><span class='xr-has-index'>y</span>: 2748</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-f182a47e-fcc5-4c46-b609-6d03e3ca5cf4' class='xr-array-in' type='checkbox' checked><label for='section-f182a47e-fcc5-4c46-b609-6d03e3ca5cf4' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>6.554e+04 6.554e+04 6.554e+04 ... 6.554e+04 6.554e+04 6.554e+04</span></div><div class='xr-array-data'><pre>array([[65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       ...,\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.],\n       [65535., 65535., 65535., ..., 65535., 65535., 65535.]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-99b262f0-93bf-4009-b805-9f22bee8c9a0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-99b262f0-93bf-4009-b805-9f22bee8c9a0' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>y</span></div><div class='xr-var-dims'>(y)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 ... 2.746e+03 2.747e+03</div><input id='attrs-d328f86d-3135-4d26-9e07-57d126a06170' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d328f86d-3135-4d26-9e07-57d126a06170' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8513b256-9012-4ec8-ae01-710fc77e63f0' class='xr-var-data-in' type='checkbox'><label for='data-8513b256-9012-4ec8-ae01-710fc77e63f0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>FY4B fixed grid projection y-coordinate</dd></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e+00, 2.000e+00, ..., 2.745e+03, 2.746e+03, 2.747e+03],\n      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>x</span></div><div class='xr-var-dims'>(x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 ... 2.746e+03 2.747e+03</div><input id='attrs-d3e03f35-b55f-4287-9532-17579f7ecf5e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d3e03f35-b55f-4287-9532-17579f7ecf5e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9c1e195f-fe96-4276-b51f-ba5ad212290f' class='xr-var-data-in' type='checkbox'><label for='data-9c1e195f-fe96-4276-b51f-ba5ad212290f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>FY4B fixed grid projection x-coordinate</dd></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e+00, 2.000e+00, ..., 2.745e+03, 2.746e+03, 2.747e+03],\n      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-31e64991-ea31-4206-8067-c1573360970e' class='xr-section-summary-in' type='checkbox'  ><label for='section-31e64991-ea31-4206-8067-c1573360970e' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>y</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a1f67ace-53e4-4631-8d1d-bca79a85de1b' class='xr-index-data-in' type='checkbox'/><label for='index-a1f67ace-53e4-4631-8d1d-bca79a85de1b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([   0.0,    1.0,    2.0,    3.0,    4.0,    5.0,    6.0,    7.0,\n                 8.0,    9.0,\n              ...\n              2738.0, 2739.0, 2740.0, 2741.0, 2742.0, 2743.0, 2744.0, 2745.0,\n              2746.0, 2747.0],\n             dtype=&#x27;float64&#x27;, name=&#x27;y&#x27;, length=2748))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>x</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c9d7958c-33d1-487c-b191-5ed59ea0842f' class='xr-index-data-in' type='checkbox'/><label for='index-c9d7958c-33d1-487c-b191-5ed59ea0842f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([   0.0,    1.0,    2.0,    3.0,    4.0,    5.0,    6.0,    7.0,\n                 8.0,    9.0,\n              ...\n              2738.0, 2739.0, 2740.0, 2741.0, 2742.0, 2743.0, 2744.0, 2745.0,\n              2746.0, 2747.0],\n             dtype=&#x27;float64&#x27;, name=&#x27;x&#x27;, length=2748))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-77bca092-881f-4ef6-9bda-b45326155225' class='xr-section-summary-in' type='checkbox'  checked><label for='section-77bca092-881f-4ef6-9bda-b45326155225' class='xr-section-summary' >Attributes: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>FY4B PGS L2 Cloud Coverage Product</dd><dt><span>standard_name :</span></dt><dd>Cloud Coverage Product</dd><dt><span>FillValue :</span></dt><dd>-1.0</dd><dt><span>valid_range :</span></dt><dd>[0. 1.]</dd><dt><span>units :</span></dt><dd></dd><dt><span>resolution :</span></dt><dd>4KM</dd><dt><span>ancillary_variables :</span></dt><dd>DQF</dd><dt><span>Description :</span></dt><dd>65535:Space</dd></dl></div></li></ul></div></div>"
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "values = dataset['CFR']\n",
    "values"
   ],
   "metadata": {
    "collapsed": false
   }
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "outputs": [
    {
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div,\n.xr-index-data,\n.xr-attrs {\n  padding-left: 25px !important;\n}\n\n.xr-attrs,\n.xr-var-attrs,\n.xr-var-data,\n.xr-index-data {\n  grid-column: 1 / -1;\n}\n\ndl.xr-attrs {\n  padding: 0;\n  margin: 0;\n  display: grid;\n  grid-template-columns: 125px auto;\n}\n\n.xr-attrs dt,\n.xr-attrs dd {\n  padding: 0;\n  margin: 0;\n  float: left;\n  padding-right: 10px;\n  width: auto;\n}\n\n.xr-attrs dt {\n  font-weight: normal;\n  grid-column: 1;\n}\n\n.xr-attrs dt:hover span {\n  display: inline-block;\n  background: var(--xr-background-color);\n  padding-right: 10px;\n}\n\n.xr-attrs dd {\n  grid-column: 2;\n  white-space: pre-wrap;\n  word-break: break-all;\n}\n\n.xr-icon-database,\n.xr-icon-file-text2,\n.xr-no-icon {\n  display: inline-block;\n  vertical-align: middle;\n  width: 1em;\n  height: 1.5em !important;\n  stroke-width: 0;\n  stroke: currentColor;\n  fill: currentColor;\n}\n</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (y: 2748, x: 2748)&gt;\narray([[nan, nan, nan, ..., nan, nan, nan],\n       [nan, nan, nan, ..., nan, nan, nan],\n       [nan, nan, nan, ..., nan, nan, nan],\n       ...,\n       [nan, nan, nan, ..., nan, nan, nan],\n       [nan, nan, nan, ..., nan, nan, nan],\n       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)\nDimensions without coordinates: y, x</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span>y</span>: 2748</li><li><span>x</span>: 2748</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-edc4efcf-3358-464b-b4b0-e56c6bf27e34' class='xr-array-in' type='checkbox' checked><label for='section-edc4efcf-3358-464b-b4b0-e56c6bf27e34' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>nan nan nan nan nan nan nan nan ... nan nan nan nan nan nan nan nan</span></div><div class='xr-array-data'><pre>array([[nan, nan, nan, ..., nan, nan, nan],\n       [nan, nan, nan, ..., nan, nan, nan],\n       [nan, nan, nan, ..., nan, nan, nan],\n       ...,\n       [nan, nan, nan, ..., nan, nan, nan],\n       [nan, nan, nan, ..., nan, nan, nan],\n       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-6a9e6951-3af4-4a92-9e9b-f366363bd25c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6a9e6951-3af4-4a92-9e9b-f366363bd25c' class='xr-section-summary'  title='Expand/collapse section'>Coordinates: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-25fb032d-d633-4883-b7be-ee50ba8c4216' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-25fb032d-d633-4883-b7be-ee50ba8c4216' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-009350d8-52d7-44e0-8c62-7954ef3f1491' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-009350d8-52d7-44e0-8c62-7954ef3f1491' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import numpy as np\n",
    "cfr = np.ma.masked_equal(values.values, 65535) #space value\n",
    "cfr = np.ma.masked_equal(cfr, -1) #fill value\n",
    "cfr = xr.DataArray(cfr, dims=('y','x'))\n",
    "cfr"
   ],
   "metadata": {
    "collapsed": false
   }
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "outputs": [
    {
     "data": {
      "text/plain": "<matplotlib.image.AxesImage at 0x23a64e88400>"
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": 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     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.imshow(cfr)"
   ],
   "metadata": {
    "collapsed": false
   }
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "outputs": [
    {
     "data": {
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var(--jp-layout-color2, #eeeeee);\n}\n\nhtml[theme=dark],\nbody[data-theme=dark],\nbody.vscode-dark {\n  --xr-font-color0: rgba(255, 255, 255, 1);\n  --xr-font-color2: rgba(255, 255, 255, 0.54);\n  --xr-font-color3: rgba(255, 255, 255, 0.38);\n  --xr-border-color: #1F1F1F;\n  --xr-disabled-color: #515151;\n  --xr-background-color: #111111;\n  --xr-background-color-row-even: #111111;\n  --xr-background-color-row-odd: #313131;\n}\n\n.xr-wrap {\n  display: block !important;\n  min-width: 300px;\n  max-width: 700px;\n}\n\n.xr-text-repr-fallback {\n  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n  display: none;\n}\n\n.xr-header {\n  padding-top: 6px;\n  padding-bottom: 6px;\n  margin-bottom: 4px;\n  border-bottom: solid 1px var(--xr-border-color);\n}\n\n.xr-header > div,\n.xr-header > ul {\n  display: inline;\n  margin-top: 0;\n  margin-bottom: 0;\n}\n\n.xr-obj-type,\n.xr-array-name {\n  margin-left: 2px;\n  margin-right: 10px;\n}\n\n.xr-obj-type {\n  color: var(--xr-font-color2);\n}\n\n.xr-sections {\n  padding-left: 0 !important;\n  display: grid;\n  grid-template-columns: 150px auto auto 1fr 20px 20px;\n}\n\n.xr-section-item {\n  display: contents;\n}\n\n.xr-section-item input {\n  display: none;\n}\n\n.xr-section-item input + label {\n  color: var(--xr-disabled-color);\n}\n\n.xr-section-item input:enabled + label {\n  cursor: pointer;\n  color: var(--xr-font-color2);\n}\n\n.xr-section-item input:enabled + label:hover {\n  color: var(--xr-font-color0);\n}\n\n.xr-section-summary {\n  grid-column: 1;\n  color: var(--xr-font-color2);\n  font-weight: 500;\n}\n\n.xr-section-summary > span {\n  display: inline-block;\n  padding-left: 0.5em;\n}\n\n.xr-section-summary-in:disabled + label {\n  color: var(--xr-font-color2);\n}\n\n.xr-section-summary-in + label:before {\n  display: inline-block;\n  content: '►';\n  font-size: 11px;\n  width: 15px;\n  text-align: center;\n}\n\n.xr-section-summary-in:disabled + label:before {\n  color: var(--xr-disabled-color);\n}\n\n.xr-section-summary-in:checked + label:before {\n  content: '▼';\n}\n\n.xr-section-summary-in:checked + label > span {\n  display: none;\n}\n\n.xr-section-summary,\n.xr-section-inline-details {\n  padding-top: 4px;\n  padding-bottom: 4px;\n}\n\n.xr-section-inline-details {\n  grid-column: 2 / -1;\n}\n\n.xr-section-details {\n  display: none;\n  grid-column: 1 / -1;\n  margin-bottom: 5px;\n}\n\n.xr-section-summary-in:checked ~ .xr-section-details {\n  display: contents;\n}\n\n.xr-array-wrap {\n  grid-column: 1 / -1;\n  display: grid;\n  grid-template-columns: 20px auto;\n}\n\n.xr-array-wrap > label {\n  grid-column: 1;\n  vertical-align: top;\n}\n\n.xr-preview {\n  color: var(--xr-font-color3);\n}\n\n.xr-array-preview,\n.xr-array-data {\n  padding: 0 5px !important;\n  grid-column: 2;\n}\n\n.xr-array-data,\n.xr-array-in:checked ~ .xr-array-preview {\n  display: none;\n}\n\n.xr-array-in:checked ~ .xr-array-data,\n.xr-array-preview {\n  display: inline-block;\n}\n\n.xr-dim-list {\n  display: inline-block !important;\n  list-style: none;\n  padding: 0 !important;\n  margin: 0;\n}\n\n.xr-dim-list li {\n  display: inline-block;\n  padding: 0;\n  margin: 0;\n}\n\n.xr-dim-list:before {\n  content: '(';\n}\n\n.xr-dim-list:after {\n  content: ')';\n}\n\n.xr-dim-list li:not(:last-child):after {\n  content: ',';\n  padding-right: 5px;\n}\n\n.xr-has-index {\n  font-weight: bold;\n}\n\n.xr-var-list,\n.xr-var-item {\n  display: contents;\n}\n\n.xr-var-item > div,\n.xr-var-item label,\n.xr-var-item > .xr-var-name span {\n  background-color: var(--xr-background-color-row-even);\n  margin-bottom: 0;\n}\n\n.xr-var-item > .xr-var-name:hover span {\n  padding-right: 5px;\n}\n\n.xr-var-list > li:nth-child(odd) > div,\n.xr-var-list > li:nth-child(odd) > label,\n.xr-var-list > li:nth-child(odd) > .xr-var-name span {\n  background-color: var(--xr-background-color-row-odd);\n}\n\n.xr-var-name {\n  grid-column: 1;\n}\n\n.xr-var-dims {\n  grid-column: 2;\n}\n\n.xr-var-dtype {\n  grid-column: 3;\n  text-align: right;\n  color: var(--xr-font-color2);\n}\n\n.xr-var-preview {\n  grid-column: 4;\n}\n\n.xr-index-preview {\n  grid-column: 2 / 5;\n  color: var(--xr-font-color2);\n}\n\n.xr-var-name,\n.xr-var-dims,\n.xr-var-dtype,\n.xr-preview,\n.xr-attrs dt {\n  white-space: nowrap;\n  overflow: hidden;\n  text-overflow: ellipsis;\n  padding-right: 10px;\n}\n\n.xr-var-name:hover,\n.xr-var-dims:hover,\n.xr-var-dtype:hover,\n.xr-attrs dt:hover {\n  overflow: visible;\n  width: auto;\n  z-index: 1;\n}\n\n.xr-var-attrs,\n.xr-var-data,\n.xr-index-data {\n  display: none;\n  background-color: var(--xr-background-color) !important;\n  padding-bottom: 5px !important;\n}\n\n.xr-var-attrs-in:checked ~ .xr-var-attrs,\n.xr-var-data-in:checked ~ .xr-var-data,\n.xr-index-data-in:checked ~ .xr-index-data {\n  display: block;\n}\n\n.xr-var-data > table {\n  float: right;\n}\n\n.xr-var-name span,\n.xr-var-data,\n.xr-index-name div,\n.xr-index-data,\n.xr-attrs {\n  padding-left: 25px !important;\n}\n\n.xr-attrs,\n.xr-var-attrs,\n.xr-var-data,\n.xr-index-data {\n  grid-column: 1 / -1;\n}\n\ndl.xr-attrs {\n  padding: 0;\n  margin: 0;\n  display: grid;\n  grid-template-columns: 125px auto;\n}\n\n.xr-attrs dt,\n.xr-attrs dd {\n  padding: 0;\n  margin: 0;\n  float: left;\n  padding-right: 10px;\n  width: auto;\n}\n\n.xr-attrs dt {\n  font-weight: normal;\n  grid-column: 1;\n}\n\n.xr-attrs dt:hover span {\n  display: inline-block;\n  background: var(--xr-background-color);\n  padding-right: 10px;\n}\n\n.xr-attrs dd {\n  grid-column: 2;\n  white-space: pre-wrap;\n  word-break: break-all;\n}\n\n.xr-icon-database,\n.xr-icon-file-text2,\n.xr-no-icon {\n  display: inline-block;\n  vertical-align: middle;\n  width: 1em;\n  height: 1.5em !important;\n  stroke-width: 0;\n  stroke: currentColor;\n  fill: currentColor;\n}\n</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray (lat: 371, lon: 621)&gt;\narray([[0.8611111, 0.7222222, 0.5833333, ..., 1.       , 1.       ,\n        1.       ],\n       [1.       , 0.9722222, 0.7222222, ..., 1.       , 1.       ,\n        1.       ],\n       [1.       , 1.       , 1.       , ..., 1.       , 1.       ,\n        1.       ],\n       ...,\n       [1.       , 1.       , 1.       , ..., 1.       , 1.       ,\n        1.       ],\n       [1.       , 1.       , 1.       , ..., 1.       , 1.       ,\n        1.       ],\n       [1.       , 1.       , 1.       , ..., 1.       , 1.       ,\n        1.       ]], dtype=float32)\nCoordinates:\n  * lat      (lat) float64 54.0 53.9 53.8 53.7 53.6 ... 17.4 17.3 17.2 17.1 17.0\n  * lon      (lon) float64 73.0 73.1 73.2 73.3 73.4 ... 134.7 134.8 134.9 135.0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 371</li><li><span class='xr-has-index'>lon</span>: 621</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-6a34b951-ef46-4dc6-9828-99de87712d1b' class='xr-array-in' type='checkbox' checked><label for='section-6a34b951-ef46-4dc6-9828-99de87712d1b' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0.8611 0.7222 0.5833 0.5 0.3333 0.3889 ... 1.0 1.0 1.0 1.0 1.0 1.0</span></div><div class='xr-array-data'><pre>array([[0.8611111, 0.7222222, 0.5833333, ..., 1.       , 1.       ,\n        1.       ],\n       [1.       , 0.9722222, 0.7222222, ..., 1.       , 1.       ,\n        1.       ],\n       [1.       , 1.       , 1.       , ..., 1.       , 1.       ,\n        1.       ],\n       ...,\n       [1.       , 1.       , 1.       , ..., 1.       , 1.       ,\n        1.       ],\n       [1.       , 1.       , 1.       , ..., 1.       , 1.       ,\n        1.       ],\n       [1.       , 1.       , 1.       , ..., 1.       , 1.       ,\n        1.       ]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-cd47bad6-aaa3-42fc-af03-057084b763f1' class='xr-section-summary-in' type='checkbox'  checked><label for='section-cd47bad6-aaa3-42fc-af03-057084b763f1' class='xr-section-summary' >Coordinates: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>54.0 53.9 53.8 ... 17.2 17.1 17.0</div><input id='attrs-26ab8b4d-e129-41c0-a25d-0254b84605e5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-26ab8b4d-e129-41c0-a25d-0254b84605e5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-47c441d4-b6f4-4578-ad4f-32005bc5a884' class='xr-var-data-in' type='checkbox'><label for='data-47c441d4-b6f4-4578-ad4f-32005bc5a884' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([54. , 53.9, 53.8, ..., 17.2, 17.1, 17. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>73.0 73.1 73.2 ... 134.9 135.0</div><input id='attrs-68ef2712-7f67-41cf-a2e4-f10ced8b9301' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-68ef2712-7f67-41cf-a2e4-f10ced8b9301' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9143e801-13b2-4feb-a3c6-d8d20569584e' class='xr-var-data-in' type='checkbox'><label for='data-9143e801-13b2-4feb-a3c6-d8d20569584e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([ 73. ,  73.1,  73.2, ..., 134.8, 134.9, 135. ])</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a99aab67-89aa-40b7-9ea6-dccc8645557d' class='xr-section-summary-in' type='checkbox'  ><label for='section-a99aab67-89aa-40b7-9ea6-dccc8645557d' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>lat</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-8b538935-97c2-43fd-a7a5-9df9ca6caf6e' class='xr-index-data-in' type='checkbox'/><label for='index-8b538935-97c2-43fd-a7a5-9df9ca6caf6e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([54.0, 53.9, 53.8, 53.7, 53.6, 53.5, 53.4, 53.3, 53.2, 53.1,\n              ...\n              17.9, 17.8, 17.7, 17.6, 17.5, 17.4, 17.3, 17.2, 17.1, 17.0],\n             dtype=&#x27;float64&#x27;, name=&#x27;lat&#x27;, length=371))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>lon</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-44dbd00c-3ff1-4d10-9a82-fd9f1da0e439' class='xr-index-data-in' type='checkbox'/><label for='index-44dbd00c-3ff1-4d10-9a82-fd9f1da0e439' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Float64Index([ 73.0,  73.1,  73.2,  73.3,  73.4,  73.5,  73.6,  73.7,  73.8,\n               73.9,\n              ...\n              134.1, 134.2, 134.3, 134.4, 134.5, 134.6, 134.7, 134.8, 134.9,\n              135.0],\n             dtype=&#x27;float64&#x27;, name=&#x27;lon&#x27;, length=621))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ebab9141-5938-4eec-9d71-fc1f99ff2b73' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-ebab9141-5938-4eec-9d71-fc1f99ff2b73' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from fy4b import FY4B_AGRI_L2\n",
    "filepath = 'FY4B/FY4B-_AGRI--_N_DISK_1330E_L2-_CFR-_MULT_NOM_20230509143000_20230509144459_4000M_V0001.NC'\n",
    "geo_desc = [17, 54, 73, 135, 0.1]\n",
    "file = FY4B_AGRI_L2(filepath, geo_desc)\n",
    "cfr = file.extract('CFR')\n",
    "cfr"
   ],
   "metadata": {
    "collapsed": false
   }
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "outputs": [
    {
     "data": {
      "text/plain": "<matplotlib.image.AxesImage at 0x23a68e510a0>"
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": "<Figure size 432x288 with 1 Axes>",
      "image/png": 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PRbCDoeFYvOL1MDi1GD1kor+6dLfHELoDaVkfTzJWURGK+N9h9PT04Wlpp6ylDJFIqYRuh4xEqfmbwYInZtJf4wAJkUKBmnSSsawHR9hFxKMyO38bhlR4s7gQbwd0TZM48iOEiwPoESh5OIx0O+mcrONv1kh/bxVaaTGhS6fSfpIFQuJqAWELtlziZMLEzRR85GV1CYMTqzZyiruHo7HicX/hEhb/N+kxxjt6WJnM5s20Oi7NWMRbkZE8unUyE3JaCRoutkyHL9e+woW+LuoNi3ejVczx13Nb8yl8qWA+1ZpCjd5PxIYFsXLO8m6jzVIZrTs+NiPfYiZYkSjEpSQp1/oZsJ1Mc348omoJabAsUYgtFX7fP4lz/CuZMMQG2x8c89wPEFuMMCsShTzTO4Gm74/A9cpyrJljafqMRU1eN70xD91rc/BvVSh4bPNwCEArK6HtnBLyFw5gr6rfxYgrLhfC5Tzs3OzUzncu6BFOJ6KuCtHSidXTe/iPdxRCOJ2IkZUoXf3E64rQ316JNE3U2iripem4N3Qgw2Gis2vRv9BBb8RDZHUmhW8btJysUz65hR9UPM3r4VGsCxfwiby3WZsookjv59WB0bywaixnj1vNeRnLeDNUx7/emwFOG9Vl8eTsP9Bh+hmwPZzlSUkV6OI/O57+UYTtON2WyQfxEp7vHc8n8t5mrttmUcKgz/Ix0zXA/2ufy0v1o7hm7CKqnJ0sCI7g0qxFnOYx+E1/Oe/0VRPQ4yzYWsns8kauzH6f0zwGQTslAfFBPI3lsXK+kLnhsBvXLUZqpVSl71xPYEiLpQlwCZOAYuBVxMfmxVvSptWK0mCk0Wv5dqs6edTz3D9u495khumzdOocykG9YKnkkGT0K7cz6lsdWB2dqHm5dJ5Vxme/+BgX+VrYZkpuXHsdmd9xIpesASHQ8vNIVhfgaOjEbG3b94EOExS/HwwDOz6kkigEaiANaZiHRWDrPwJCIBwOZDKJlpcLgIzGsGtKQFGwXBo9493Es8AxsZ+CtEEaurLQ1vioPXULbeE0PlG5kJvTWjCxsKRkVVLFQpCvRtlkZHGqO4YqFAxpDctZNBguJjpttCGdxf90vrolbWIyuYuReSHq4uneyXTHfZyRs4br0hrxKDtX0s6P6tQnChnlauE4V5w3Yj7GO3op0HzMj+o0G1lUObr4XevJ9MR8TM/Zyg/zFg2/o9upzlGZ5JlwCTPc26jS3Ad9TaN2khbLoMPycsNLnwSfwZ1TXuO29IajKua/t5j7sbDMDrCkzcuRWp7umMBnS17jDM+BK/s5hY6BxczaBgbcGUjTxGxtI/eRML/IuIzg9S9Q5uhm3ri/cuGPr0L/wUTU91ZjtnegdHRiuz9e9Tj7o+X6Uh6ZFcLRDCmHOfBWTy9yyiiUaBK1KwimSeOnK5h1ymrao2l8vvRVCrUgF7Xfju2QjEpr57ulz+JRTFThTbG7BIxzJFljCIo1J1V6gu3ks+1yFgC5KvBfIKDbYoYxJLgErDMCTHKEUIQgIW3+GhzHc63jsKRgcnYzl/g34hlKBvdbUTosqNadzHLFqdHXDrGA3EPvXspTtlGY4GoiZLuIWzon59djI4bi3Snjvt3INyYVfrvpJO7VTT5b+RqzXK1kKo5dJpO9wZAWb8f9FGpBBiwPeE28aXFytFROrN0MowuBLhTaTEmdY9d498eFg528/ic99xWJBH/vm0nC1vlt4XsHffH+NpjNfV+7CO/8NSnOsxAoPh/Bs0bTX6dw7UWv8fnM1fwrVMpPn7uQojdN3As27Gpsj+Fjh5afh1WQjTAsknlemk9xQHkUI6KTvVBnxC3rWbiqFjSbt077DaX/Q+X/H/UULWlz10AlczwbUZHc23MCb2ytwe+JY1oK/W0B0tdoICE+N8T3xj9LlhqmUA3hEDYbjGxUJEmpUp8oYEO4gJty32aG80PD1W6G8SsaDSakKybZigMDi8BuZHSDdoznI8X8cNVZJLo8OHoVyo9r4g9Vj2AgKFb1/TL028/TkBadVgyvUPApTtqtGO/Hi/AqCd4L13C8bwOneYz9unbvxy10YTHZeXj0fyxp02/HsGG34aBjnvtH0GX58GkJ8tVgaokp9j95lZAG3VaCAtVDqd5H68UGRXIM/iUtWAWZxLNcaAmbknkxHkqcjHqVzZcy67n8ql9zzfTzifZXIt5beQTPbs9IdQEqRA4E98tzV/x+hKYh0nxYHV0pzZaA/z82Tq9mZwEpz93s6sEcVUw0TyeWo6BF4aK6ZSzrL8H+UxZ9CQ/ZxQOcX7qKPHX/k1j/iYjaSf44MJK4rTPek6qmPcMdHTa8NpLL/WvYZProNtPI1COMLWgj2xnhgoylvFYymif8E1GaXbDZxzfNC8jNCHFn5auc5+3Hohe/kHgUlc2JfDYM5KLnWWwwTHRhU6zqbDJ9rI6XUKT375MpFFDcXObrImvio/yu+WQa3ygncncxl2Z+mYET47x7/N37Ja62/fx0oVKs+VifjPLqYCVPtk0gzxNiWXMxuelhjDyV6a73djvR7Ij5UZ1PL7qBuVWb+EnhfNYk/ZRpg2SqKgHFTdiOE5XWfsfs1yZjvBKpw5YK1wRW02NF8Ij9m7jgf9S4n+iOM8u1FKfQUYYegnYzjEdR93oDg3aM9UkHG5PlzHBvY7xDcHzNZoyvqixuLsVIaKQtcZCzLIoRcODpkDz1s5N56+Yanqp9hu+XPcOVX7qZol+OPyQDr1WWI/v6Dzi0Itxu+mYWkr7eByt2/1s1LQ2RmY7d3YuSk0W0NoeesTpapIS0JhNnfxJxFBl3NT0ABbnYmxr3yP4RTieMrSHpcxDLdZD2UhLhdNBf4sAVtPAvjrH1s3Br5ns8qYf425QzkYMGmmpzdWAJTrFnr32jEcGS4t+6bD8UWNLmqi3nsvHVKrTJ/fSWeKkP5WEULaBE62OyM8U5L9B8ZKsWOPs5z9uPkpMq2nszrtOV8CNaXFguSVZNL1+tmUeJ3ssYXaILB7W6d/hYPYYPVUjG6JKwtAkojlSDEkecTQmDWa5OYN/GTxcqp7pjlFQ8wRUDNxPtDBBoNHA86+QTxRfzcNWzBxSmAVCF5NdLTybnFScbvZDbY6PFnDR+PYgrd++mMmjH2GoUYvU7WdJRwoPecXQl03h201gKM4P8dcRDbEhmkK5GUYiwJJHJCL2XCn33z1a/FeWpwUnM9G6iRBuk2dR5KTQOAJ8aJ12N0mf6gM17HNP/pHHXhbpLwqTT0vlV66mckrGOK/2dO31vSZt7BiqY1z0KRUhKPf24FIMLvX18u+Al4lKhskwnLk1WHufmxmdvY+SvW3Fv1iAYpqmohpudp9IUymBEThebZ9VQ0laySzn8/kL29B0UjdEOhch4Yd1OnYW08lJkNIYQAoTAzsukd2yAUGkx8XwLd2GYO+rexK/GWREp5fFFU6nrq/mw/H4/ofj92JHoYad62rE4irLnsJpWUkznaSUkzgmSe7cg8Eo9wuel6dpKIsUWRW8Kuid6uXnMK+SpTvpNLwOjbL5Ss4CxrmZKtT0b7V/0VfGHZSdw6dhl/Dh32X9ssjTDGaVobjNn5q2lzNHDnLSNjHd0kK4osIMH/NF3xpI2LmGwaSCHoont3FK2gJPc2yjQfMCHRIWoneTRcDETnM1sjWZxbtEqlic1xjis4Ti6T3FxXVor+gHo06tCIUe1ubHmfV5KG01zbzppL+pse6qSRXe4mOs+sIrXHEVwQu0mFvtK0V8NgITWEzSal9TwbW8vX85eiIrAo+hYUu40eTwTLuGXT59P1Ytxmk/NILM2QqvMQFEk3SEfL4ZHcIJnEwYK3+04ia2RTC7MWz50zio9VmQnyZQM1cNXs9ZiY/PTnqnowiJDi1Dj6GBlvJROI8DGSN5ez+d/0rjvDmMdOp/Ie5tlsXKisnk4IQYQk0lKHL2saypAhjXOP3EFM1ytGNKx08zrFDrHu+Bv593Dtem3MPJng1jd3ZTeZ9H7cgFeIYgKDxlFJgPTiwg4HdiNzQesTXMohVAf/W2iPIvBUifZi3qwXQ62XpjGRecu5NqM9ynTNMLSwCd0nELjEl8HnzpzAZ8ecRn9940j/ZEl+z3JyFjsoMe81/0mElhr6/f4vZWfQe80E68UOHpj2KEQ1rhytDB4m1UGSyH33GauDCyn04K/vTcbZ16Uy/2bdls0Ailv/RtN57P+xVrUdMnxszYMG/b1ySi1uuuoNPRRO7mLN6sKhSuz30fNsRmlB4cMM7CHbqCLEgYfRKvJ1MJMcLbw9MAs3LrB32r+RYHmI2irrErGua9nDhHTyblZK1gYqqExkkVOwSC/L32BTabOslg5+Wo9gR0u046TR9COYUu5x3uwHbmql5vT13Jr+joMafPporOp78vhoZ6ZfLGriNOLN/DNnCUYWGwzBTo2JZqy20bWGaqH2/NeZ23vVURPCaL7w2QkHaT/2MuzA7Mwz1VojwdId8So9XSwMlTCZ/Jeo06Hcc5W9NpBWqMB7rjkOUr0Xgy3ytRxjfxp6/GsixbSY/pRkNR52zgubSMnuJtZlXTwbrSSSmcnkxw9rDMCrI6XELWcnOVfRa/t4cnG8VxTvYhL/RvQERznWs87cS9ljh7+spdrc0jGXQixFQgBFmBKKacIITKBR4ByYCtwmZRy9zq5RxFSTYFtwpaLX/VO4Yb0D6jQfWwxwjzYPzO1ZJ/zBz678QoACnYQFPsoZrsUlp58F5PszzLinjGI7iDWyvXDdDxvk5fwnGr6fiMIvTOF8oeadxGs+lggJXp3FKXQgUgYGIVpCFtQ6uwdDjPsGLtUUajQdX5f+SgnHX8nGc+6kfuZHP63FUwtX0/dL0qw072wpQklPUBPjYus9XHUN5eTOGMKgYtjeITgrr5pVNe0c3XRB6Tt5uXf/iw8+fgcyp7to6R+KcZxY1h4Wi0nuBbxz1AlI51t1HL0aKQY0sKQFmFp8Fy4ikv8jTuFHqN2kumuGG/FstD3oY8UtuP8uetkIqaD6/LeJaBYXJC+lAwtyrvxQs7x9vLH/nH8afkcRK8DJSGon5DLuKw2vlL8Eg5sfIqTaU6V8Y6taOzecFvS5t6BMczybGKaYu2Tlrjj+fyz4g3WFsX4TvO5ANS6O1CF4EttJ/LyuxMQErzlQWqzuvlS0Tx6bS/Tnb2EbIlfEfiF4OLSFRznrSdku/n8QzeT3d2JHvLwxp+nE9hq0qbA8vQJJAKCK8rHkD2uizurXuXeiX/HPznJaN2BicWJ7iZsbCh/m/WxQnL1QdKUGCe4m4eqbX2EZISp7gbGOAy+03k86wfz2dSeouquKy9gZvoW5hQ1MMm9ld/3TcOSCt/LWclxrghOkeDqvVyXw+G5nyil7Nnh768Br0kpfyqE+NrQ3189DMc54pjmlHRbLdz51hW8VDCKhRMeJk9NXaL7+6dT4ezmudH/xJA2CntPrmSoHn4952G+1nIttu6n6l9elK5+ohNKccxfhm9NN61JF3dc8wx/iJ1P4R+6P+ShH2koKorXgx0KIZrayOrpB01DqgItCi92j+UcX/0eG0TkqQ7yS/sQpYWwF695dxC6A6FrR76hiRCofj/C60H2DqAMDIIQyFicvBcaU02ua6toutzm58Uv8Zmmc1n++giOO3U1s9yN2LhgBzYFwIJYJf9cMIsRz/Yh6xtRqssxfCqPrZ/ENF8Dv68/gT+N+wcmNsh/P6c9aif5Td9YMrUwqyIl9CS81Dg7OH5o3graMb7TOYdPZr3NSe4+fPvQsnELBz8qnI8CdFoKP+48hQUtlUS3pjF56ibmlD1LayIdf1oMy5fA747zlaqXyVLDZCmJnQqE9lZfogqF29PXMmCbrEo6mOAQB3QtRzvcPFT5ElHbIEP1kJCwaTAH6bHwbNHJft5Dp7+K2wvuIHpCmLr8TrY8V0VsUpQbxrxPQI3hEiYvhWuxaqL0Ts8lVJfE1eQge1USvaEDR2U+lLnJv6+LWGUm35l5NcVzmrml5G3q9D40VGwk3VaCbtPPTN8mavReViQKWWcE8ChhAsKdykfoYEnBTVkLubHjOtyeBF+tm88c9zY2JDM4yVOPV7F5B8nJaatRhYJH7DufcEhUyCHPfcqOxl0IUQ/MlVK2CyEKgDellCP2tp+jqUI1aMe4fdtZLGst5rvjn+c8byc2Nj/onsGj703jvtPv52S3tV9iPglp8EiogNHONh7smcNrz01G2FD+SAeyuY3k7NE0XKEgkgpFr4H/1fWHV3tGCBSPB6FrSMNEJo1UCGgH4759O628lPXfzeKKcUsIaDGuDizfa/efLivCCX/+MuU/X7bzpDRkVCkpQISj2N29yGQSacvh5hmK03nkJ7KhQi2yMxmYkoetQiJdIdBg4F3TTqIqly1Xq9wwbSHFjj5++chFxPNNkODIjPPFca9S6+igUh/krp45OBWTZ/8+h8K3BhFxEzPdRcNFLiZO3UyZp4+pvkZ0YaEKmzWxYmZ6N3Gy+9+r6x+1k/wrVMr7g1UATPA3cYZ3/bCRDdtxXo1lc6an/4CK+e4P5vOjxWfhaHSRyDHJKA5ya/U7nOOrp94I8EGkmmw9xEW+TWSrXl6LqTQbWVzia9ptOGRPaDLDvBsr4Txv5wEnR3eEIS3WGwYP9c9gUU8ZvS8VkbnewPCrDFQr5Kw08K5oxc5IY7AuwGCZSuGZTVxcuIwJrm24hIVfmDwUnMLLbaPoWpFHYCPkvtSI2dGZKggsLaDhsgwuOPs9vpy9kCWJTFqNVAI1XY0wxRnmh12zODltHb2Wj0t8HQB0WglcQtBrCeZFRvFc+zh+VPkUM1yp1YolbbqsKGevuJlZBVv5Wt5rO72XR6xCVQjRCPQDEviTlPJeIcSAlDJ9h236pZQZe9vP0WTcIWW4ftc7g8fqJ+JwmKS549xU9i4PbptFa2smX535Eo+1Teb64ne52t+1X16FJW1eibn5zFM3Uf1ICGUwhnQ7iBX68CzbhlAUpGlhdXcflnNQszIRfh/S6cDe2oxQ1ZTKYWLXoi3F60UUF7D+q+ksOOU3FOxBoMmQFj1WjFzVg41k0qJrKflyDGtzY+qY2Vl0XlyLYsDASHDXDhCLOjFDOkpUJXOVIOedztT2H1N9heL1Ej1xNO3HqTgGBPFsG6lBxdNJMn+4jXFprdz/7vF4ciLcMnIh87tGsWFdCVll/WiqxXF5DTy+fDJKUKPgXUnSp5DIEISqLE6cspafFc3DI3RUIdhmJumzXBRrKc70vuLFB4MmM8y65IfVsE1mmG7LwRiH2K2BThXrOMhSoox16Lvc1wNRHNxekPT3/hkpeQVNcv7k5Xwh502KdjhXG4nCh9521E4SlsYBl+1b0iYhzUMy7B/d31ojybzwaBpjOXjVBI8vnYLeq2FkmqghFT2oYNVFMGI6+QX9fL36Jc70hNCFiiEtbGyWJxSueulTVDxh4uiNEqwLMFimEKkwmTpmC78sfQYFsIFsJcU2eiEa4JdbThsuuirWfKwYehe3mlnkqIPowiJfTbAhmUGV3s9WM0CNHiRbcbDRkNTqYtecyRHkuc+WUrYJIXKBV4QQG/b3h0KIW4FbAUqLjq68bq7qRRU2yUEnrhwD+Zdcfj7mQiaeWE+7M8Bff3gugfoQvx91Kfb/e4Ib0vbdGFsVCie6w5x/0gfMq6pDCCexmIO0tzW89Z6UYuRhohgqHg+JCRUk0zTSlrcjEwn2Zkpl0kCJxCCeic3ewwmvRMsZ7WyjUjOpyuwl4clAcaW8MauyEMsp6B9jkV42QHVmD5fkLmGys5WAIth8vovrFt1I9bcqsJtaEUJ8LKGoaI7KyJmNrG/NR1oCVbPRIjYr3qllZUUROe+rFN/Uxane9ZALgwkXbZ3p+Fa5WPGBn4JijUiBQjRbMlAnGTV+Kydl13OOf/VODIcqTaVKA3Uv1Mm9YVUyzlPBSXw2cwnXN1xEfUcuf592P9OcHxrtNtPNa4OjeCMkWT+YT/NAOkWBIH+sfIxibVfjrgt1aAWxe67+nu717pKvNzZcyOplFZSOaedzJ8zn6dYJjHS371Lg9dEIuUc5uKbe+xt+OJD9jXO4qMvYCBkbMaTF505fwLxINY+1T8ajJTkucwvn+FfzYng096w+nl9vPZVJIx7ivBU3E3DH+U7lc0xzxjl5yhreSK9lXEkPnQM2qq1Ah58VLUXc5ZnDN3PfHc4FGNKiUu/hTyMfGpIzTl2vsY7U/SrTukhTXKhCx5Iqlt6PXxHU6EGKhhytCQdRanFIVlVK2Tb0b5cQ4ilgGtAphCjYISyzW8snpbwXuBdSnvuhjONI4GT/Wv7Zfzyut9OJ5giK3kzQtrgaeaFF5+lJonkBnP2S1/tHcrW/fb+0KJxC5+f5S/hp/mLCdgJFCP4xoZZfH38ynqWFFL4ehDWbDrmzkx1P4GrsxenUsdo7d/pOTUtDmiZ2LDbsPQtdQ7ocKHGFzzZejCkVbixciIXgHE83HsXBwrhNjhqnMZHLfdvmcG7RKn5X8QSnX/AVSl51MlDjIRkQRAskKPCDUc8w1tHDskQ+AUWQrXrJVuHBaX/hmjtvI7Ahn/yFQdRNzYclFKVmZWIHB3dJ3NqRCJlrwwR/UYqvXEM5vYfP1bzOvT84nnwRxvHTDIQdpyWUTrOZTqYaZvCVfErqTdydIZRglPT1TXjHlKHETBTTR2NnBX9IK2ft3EK+UfDycJjjYGLsQTtGiwl+xeKX7WfxzqJRPFMxlsxfeckLaAxM9rDF6Oe58BhuDKxnnEPlKSFZ2V/EBfkrqCnuYIQePKwNtIN2jFejecxyte0ks5vnHmRlwKTAM0imGqZjwE+wwDPs/YftONtMiSEVPIpJheY6qjRatmP7mHSh4lEcjHS2MTJQzCTvVi7yteAWbj6dvoVTZ6wnLlW8QuHk4o282DiKDYkCZruauLv4TbblzycuVX6uncH7jRU4OzWShpv5rpHMTVvPae7IMO16nGPX67D9uu64wlOFskfu+4HioMMyQggvoEgpQ0P/fwX4PnAy0LtDQjVTSvmVve3raAvLbMf6ZJRvNZ/H6rdryFgnyXovFSfrnZVP16lJrhq/mHWD+dxa+PZBadRsR7sZZtZLd5Lzrkbm2hCs3HjorfsUFcXt2lUYbCjejmXtnNRUVLS8HMySHNRIks3XZlI4qZ3f1/6L0Q439wfz2RLP5bzAchZEa9kczeX/Ct+gwYQ7N19Gqa+fMzNXYUiNPtPHWb61uyjsQWppHJYJPoin8YVVlxHp9DLq552YjdsO6XSF04lMJvca7lHT0khMqaHzM3F01SK+LJPi16L0fDnON+te5K3BEbzy3FTKn+pDbG3Dri1FKgJlbQPG1BEoCQvFsJCaQtPpPvzTuikP9PGX8pf2GjqwpM1z0TTits453nZ8iotVyTjVmsKDg1Xc/ci5KEkw/Kmxm34bqUtGj2zmrorH0AWsTGYPG4vdedWHE38bzObX9adwWukGfpi7dNgYdlkRvtRyJs3hDJpWF6AWxHhp1u8p1pzUGxavhkfxwMaZOHWDkrQgD1Y+ddhDU2E7Tsg28SgqPuE8bEnrhDTQUHe7v7Ad55lIETWODsY7QEPlL4OFlDu6Oc4Vp81M8Oe+WTw+bzb+RlAT0DNR8puz/sYMVzdZipuYTGJIG6fQMLAO29iPSMxdCFEJPDX0pwb8U0r5IyFEFvAoUAo0AZdKKfv2tq+j1bhDakn1UKiAX917CQXvhFBWbUJaNm2fnUKkyKb64QidM/ycc9MCvpa9+IASRjtiUcLgpcHxtMQzWPGncWT9fSmK140diR2coRdiyJsN7fb3anpgl30LpzNVou/Q6Z1VwHlffYPr0pdSrPmGmRXZepivZ60jJpM4hT4ci0xIA7fYf53t7Ua+xYQr7v4iRb9dgjSNwx6LF04nQkuxc7TCAvpOKCWWpSAVKLhnCUpZEeu/kYU3PYayMEDJo03Yff3Y0SjqqFrEQAiGls/S5aD95BwGxhlMrmukI5LG5SVLuTFQv9O5GzJF39uuYghw6tqL2daQy2mTVlPp7sGSCtvimSxsqUR/PYBiSEInRjilaiMXZCylz/LhV2Oc4Bo46Gfqo7Ckjc3utcgtaWNisc1M8pe+mawKFnFZ/mKuS+vZabuNRoQNyRx+uPFsenr9jCptZ93KMoQE22lTVtVFKOGgwB+iyDPA7TlvHpAG+d5gSIsf94zlnZ4qAo4YxZ4BChzBfSb/t7fvO1hj+nYctiazudzfjlPobDHCXLH6Jn4w8hlOdafqN/rtGHf1TePvy2fgW+1ED0uCNRJ31SBXVi3lbxumYZoq1fndlPn6uDnn7Z3CbQeL/xrJ34NtN3WoMKTFN7sms+CnM0h/fQtWbx9CSbVTw5YkTxxH52QHacd3cvfIfx2SaNDaZIxzn/885U+bBKsceLps0lZ0pLo7Hcy9EgKh6ftNPxSahhhZTe/kDLJv2MbF+cuY7NpGoWby/9pO4+act4cz+YcLn2mdzvKfTyD9nW2Y7R2Hdd/bqZdC0zAmVhEudJKxuBOEwNrciNB0lPJiRNLAbG5D9XmxQiGQEmV8HVgSYVlg2cimVhhZSe+EAJECQTzP5tdn/40sNYxXGIx2aPRYMZYlsxnv6OHVaCV9po9lg6WsfHoU7k7JwAhwBAUnXbqYZT0l9L+Vjx6B4Pgkfzrhr5zsTux3gj4hTZxC2+934u04bErkc0NaG6pQaDHDw4nftckYjwcnM2i6qHR30xDLYZJvG1f7P8wDWdLmiUgGf2mdTfvj5WSvjKJGDFi3GcWTWg3idiE0jaaryjG9cPEFC/hezsrD8t4a0qLRjBO1NT5TfyXdS/JwjA4yMb+F0zPXcr63dZeJ0JI2CxMK+WqECs21U6J3f/HRySEhDUJ2kgzFvdNnmw2TVyJ1/OmxsxAmOPvA22XRX6MSrUpSUtJLeVovZ2Wu5iRPy2HRhf+vMe5vxhQ8SuKwzHgHikYjzJl/+QqVj/QM99dEShCC4NXTCV0YwvlKGjmXNvPEiMd3eciidnKPKncf3e5XfePoSAQocfXx4PoZGEmNEd8fxNrUcGAGXlFRR1Zh5HjRBuLYqzfuu/xfUdFKizBzA3RO9xMcazB7zCZ+XPw8q5PZnOgaPOwhgaid5NQ1VxC4U8Vav+mw7htSE5bi9w9TP3eMywvdgVJWBMEwcii5K5PJlLHSNJJjSthyjYLDl8TodCMyk7g9SSbktxI2nKxaXY42qHDLefPpSqbx1Zx3sIGA4qDbSvDbnjm8+NhMyv/SgD0YQtZVEMv34LiznZuL3+Hby8/FthXumfYQJ7rj+xWjtqTNQ6FcvrfkXL4z5bldvOsdkZAGLWaKY740keTZwYnclvEBBZqPhXEbFckMlzrMhHloYDrjPE0sjVTgUozhYr6wHecH3TNYdscE9LXbsPr3XJcodAfm7DE0fdLiJ5Of4mLf4W0taUmbJjNKVKp0WD6e6kvZtkp3N7elb9jl+eyyIixOZHFX08mclrue6wI7J8IPB9YmY1ikisBej4zEkCoPrJ+F0eRF5iU4e+Qabs9+i1o9ZRcOl5P6X6MKOcUZpc82Sci9F0EcCVToPr582ZP8rv8iilo6EF4PZmc32BYZj6/A0zEa9+ZWBruK+N13x/PVrPU73cC3436+se4CfjDqGc727Jkh4lEcfDM7RTpqMsPcmzyO0SXtrLmjjLRNeRT+a9P+0yVtC7r70S0bMRgGh46dsPc+QdgWZlMraiSGu8pLYU0rN+YtIFPRhpQCD3+s16M4uKJkKU8VnYJjs+OQ8g1CT41PyUyHWBxrMJVktQYGdnve24+1/vsV+Bo0it4YxAg4aT3eiXdSDxDmJ7WvALA4XMHS3lJ6Xy1kU0ca/SMhb2IXJ+Zv4nz/KvxCkqF8mID0KyYeNUliTAyrMAtZlsu2s7wYFXGqkRznbuatWffQbWvU6fp+Jx9VoZCuRplZ2chUVxPsUOnZYoYJ2cpwhXFcmoRsnW92jWVzJIdzs1cSGDJ+NXqMRwZHAQ3McHkwiFDt6mSys5WxjnZsBHlqatt3437e/vkMMjo6scO7NngRmoYYXYPSF8Lq6GKgysmFI99jpKOTX/SN4ROB1Qcdf28yw/y2+3hyHSEK9H68SpJRjji1uoPRDou5he+x1kjyUP8MPtd6IhdkLR1WtYzaSVYk0vnK/TchJNxVWkTPTB+z/RsPa8hrpJ6KoVvSZnR6Q0pJc/pKmA4uIfAJHY/y8YrLHRXG3d4rUS+FHivC46FatsRzuTRjEV4R+9i7pF/ib+QnU2PIN4vBsBDFOYjVm7DjcZzvbcAGvM+28WbnTOZ/p45XRj8xPL5KvQ+HZtFr+rBkdL9m7gLVzUOz7iNPjfFr74m8lDWarWk1lP/R3i/apNA0yM1E9AWx+vpTfwsF5D68dzvFt894IcH6k2uprAziU46cnrklbZyKQe9oJ0XbilMrlIOE4nWDLbFLclF7QzAUYtnbhCa9LpSYQqTcomeCn0Sm4GuXP86Fvm3UGxq2VPhd+yls6s+hpyUdMTqO5XBR/lyErSKXyRe/stuOQAHFzVezltNb6+PFmyaQXjKAX4nzxoS/DbXZS13TgoM4z7M9YU4pnY9zSK46IQ2cQscrFBzqh+eakDYDtpeX7jmOaKGg7Pw+LvS2p64VsCpcTImjlyazg992H8/1We8OJ8IXJQweDRdxrb+D+kQhg+UKwaoCyu/uwwoaqdoJ00ToDtTsTGJ5Xtxd/UjTIOeDfp6smUnt+R080zKeU73ryDiIV7XHirA6mc2bbdXoD2eixyTR7NR1Hpwb49K6ZXwjZxEr4sV0JfzkOkOM1HtQhY+ENPh0y8kseWIs/nabyMWD5D+axnvPTufJWbM595z3+UL2gh30dA4e2+/98L/wb+8BcFQY97UDOVQ8dwtFZb1cVLwCgL9vmcZAn5fCgn4CzjiNPVkkIg5En85L5aOQEm4Y8T6fzdjwsXnxAcXN47P+yC0/vJa+TZm4OxU8oyeS9fBy7EhkOHknFq7A/YWRXPz7s3m46lkAqjQ394/6O37F2icP2pAWQTtOveFmmlOi4KEpkomqWSQDkvbLRpC+JYlnbTtmS+tu96FmZSJ8XqSUyHQ/it+L3dgMtjVs5PfpIesaeW9qbDsxjQr9yOmlDNpxnmyfSNEFWzEX5SAOITIzLIO8ZA37q2ajhGJUP6wxMNKH8+oOPMBJngYCio9pzpT643sra0ir10i3QDFUtJhEb+kld6mLe6bOZXrtPynWUgblN32jMKRKtbOT/9t0Kr1bMxCGoDqzh+vzF2Ih8R3iM7sjB/zRcIAVkTK+l7t8J+84IQ2+33ESLywfR83aGANzBAlbo2+IbeMROjfnvE2lHqfXUhg03WQqJlE7SZ+dxIHOHHcDqvBxiX8tnZen8fpPZmMNhlGrKxChCHYkiqwtpXNiGoZXULTcAqEQGhFg9MwGzvJupjE/h0LNZE9c+73h3XgOL/SPJ57UyX99KwBpTgd2RxfZK2p46svjuTbjfa72d3G5PzVpbZ80DWnh1+J4OiX+5gQDq9IJl0DG4k4ql0d4d810njhhGlK3mT56C5MD27g+sOpj65F6pHFUxNwDeo6cVXwtUtcwCtJRDAu1N4yIJ5EuB9LpQLS0Ez5hBL2jNDJO6GBEehdvbanhxePuHtaL/jgRtuPc0HgOK5pKqP1RBGvdRtTaKgYm5ZD21HKwLNrvmMY9d9xNupIgZDuY7GSfCZ2ENPhGx3QWdlYCcO+ofzDO4eLtOPyq+XSa/1lJ3msdhMbl4l/ft8cYtdA01LxcZJoXegbASGIFB1F8PpT0ANKpQ1fvcO5gd8lWLT8PGfDT8jOdFyf9+YC51HtjZ3wUKxIJnhqcxDP3n0Dh39fvNaZ72KGoKC4nyRl1NFwjmHfyb3d6poJ2jE9uO5v6f47E12YRy1QIbE0iLEn3RBfJAJx49jI+n/saP2s/ndV/GIu716L1RIXsZWD4BKEyML0S6bQZX7eNx6pf3ON1MaR1QIm/vwzm4lESnO/tGXZ0+q0o86JFfG/VOVR+vpeBWSV87kcPc5anczgUsd3b/yh+1VfJ/K46xqa3Mdu/ifp4AVM8DXxt/cXk3GliZfnYeIOL4vmCcKHKwDgDRyBBzqNu/PPXYY2tJPStMG+Oe/iQHa9FCYPftZ/KhgfqyPnHclAU7FgMNT2d7gtGEj8vyIklmzg/YxmVWnAnjvh2hte856ZR8ftN2OX5GGkO9HfWpCq1h+Q5lPQAZkk2kWI37Rck+fKk+VgonO9bT+ZQhakhrSNKP90RW4wwT4bGk6cFhxk629FvRdlk6ozQTQKK+z8h5i7AsiEeQQ+Gsfv7sUwz1WQBhkvmPS8sw7cwQHxpBW+flEf+hE7i8t9TJOFTXPyrch6P5uby54qLcG5Qke1dBNbpKV1006To/jXcLj7Dd277B3Pc7fyqbwLj3U175cQrKGTpESJv5GJ64ceBs/hJ8bMUqXBB3nK+P6ac/BeS+F9dn+J17wHSslJNuIcce8XrTbFmVAWrvQN76mh6T8on/9kGrP6B3e7D7OxCGQhS8rkcLv3j9bwy9qHdxij3xGJqMqMsiJXv8oDuDhOcTsZmr+bkz6/l88nbybl30eHVfhcChILi0FGyMpEBH5gWIhoHyyIyqYSuiTqjKxtRkTtxyQOKmx8VP8u3rpK8t6oGPQihcgdWZZzvTXmEGa5tBBTBvf2TWPe7MeQsbCFenUtaTRCWZ5A/v43wTYUIGyofNll5VSnry4zdFrYAPBXJpFbv2ieFcIsRplhz7lAh/eE1VoTgtw0nkWz20nGOD9MteDs4klmuVnxKKtzxk645XJqxmC7LT5E2wARHinnTngzQF/NAOswfGMPrjTVsq8jCfV86kREQu72fB0f+g3dm1XKcdyNJqfLN+gvQ4k5EaSGbrnfwYt3fcYpDizG3mGGuX3I7+fe7yHl75XA1s3A66b5gJF/++j+50NvHC9EAf2qfy69KnxlmtphYvBdP5/kNY/H2g4zHkYtXo8GHQWApsSORVC1IaxteIRgx38/TI06ib5SPu6rOofr4rdxe/AZ+JT4suHYkYUmbVsuHX4kzwdVCXErWJ20e6D2ORV1ldPWkIZMKV0/5gON9excEODo8dzVbzvSfjxWOgNxHwk9RMedOYMTP1vKNvFf3qIPycSFox5jw/Oeo+1ZjKtE5JJs6HI90Oum+YRJzbl3MC/VjKMgK8sqYR/dq7Cxp83LMw2feuBYsQUZhkOMKG3hu1XgKX9aQAjrmSDwtKqX3rBmm7m3Hdr66DIV3qf5UXC7seBzhdKKkpUEigZ1I7FZzBkDNyMAOhUieNIHw54I8M/ZB5kUrOcXTQIHqYaMR5+HgVC4LLGG040MmkCVteu0UBzhrB8rYvjpehe044x/7PCXzLVyvLD9sUsFafh6JuiJCxU4GKwTx8iRzR9UTTLpY15FPIuIAMzXG08av4Yt5r+4UR99OPTSwSEibDYaXHCVKpa7jFDqWtHkh6uPV4Gheb6pFvBsgWmijxQSlL8dpvMDJlBkbWdlWhG0Lxha2cVfZ02SqTrShgv0tZoyQrROXGmMcib0yq/qtKJ/cdi7fK35ut12gmswwC2JljHS0c9WiT5D5tIfe8YKKqc1MyGyhJ+Hj3eYKphZvY9H8MVAXYv6MP9BtOei2/HSYAdbHCtkUymH55jLSVjkofraNDd/LYNmJ9xBQ3MOGdK2RZEMyjx+sPZvo1jQ85YPMn3zvIceyHw0H+OWPryL7nQ7sba1II4ni99N92Rg+8cVnuSXQjCoUFsZT4/hbz2yaIxm4VIP2SBqzcht5bt50Kp6NwKK1e3cWhlZvdjxB/OzJhIpV1DiMuGU995bOPyDK6YFiO/unwQxgSI1B28UcVyuLE7l8acmlyCYPiglpm0FNSiKXDHL/hL/yz76Z3DXp4aObCpkmMuV0cfJ+bau4XATPn8DoL6zmt0VvfGxLpd1hu2LbOiPAD+64CeeLi4cGqab40kOG1Tx5MoHvNPF/Zamar/0pLw7aMR4JVXFfw2wq03vpj3vIcEXp+X/laBGDwSovlkNgeMDfauF6fvHOk6Iy5BXuy/vdruG9p+dACJAylUsYU8vGG9KQukRJT2IlFdwNTpIjY/xj5n2Mc1i0W0k6LA+LY5W0J9P5fu7inSayF6IuWo1Mbg207fZwL0RdfHfDeaiKTeadYNXvuY3YLlBUFIe+e70aRUUrzCdRk0fnZBexSVHSfDHCazIpesvA0Z9A6woiY3Hi40tpvEjhyunv873c5RjS4ivtc9AUixsyF5JEwZAqLmGyIFrL7embWJmEax/6LMlsC882DccgRIolvm2QWZ/A0Rmma2YWoXIoWmDQMdVBxpwO2tozyM8fwLIVupsywGUxuqKNWZkN3Ji+dI8GssUM81RoNKd41++zxd/9wXx+9syFaGFB1jqLWIaCu8+m7QSByEmQ9bKL/lFg6xJbh5HjmijyBMlzDvLQBzMoekUhbXUvkdpMcr7SwONVr+5yjPXJKAYKthS8HqnjxsCaQ65OPWPD2Yg70z6k8AqBeeIkBu4M8fNRT3Cy2+LNmMJvWk7l1Jx1/P5f51L6cgi1JcUms/MyEVtb99qOUmgawuFI/ev1EJpWyoRvLacpksmUjG18PnPFYWPU7Anvxy1uWXkt4W4vjkCC06vWU+Qc4E/L5uALxPhG3cvkaIO8HByHUzG5Mn0RI3UnW8wYdaXtR3tYZi9QVISugS0RqoKsqyKeKTg7cyVO8e8bfkIaLE8ofGrNzQw0ZiAvManbVJlSPLQtrMFB1JwchMuJunIrK5bXYJex25L83e/fJmHr/GPMX0hXIGJLOi031571GTxtLqKFkto/ttNzXAEtJynUvvIRGd39DWnsa3If+l6aJnLFOkZ8N4DwepFJA3twEGmYNH99Ord6ryHU5QMJ7iadky5YyhdzX8MpfGw0IsM6Iye4BphnO1ibjO3k6W9HvjrIT+ue4JPvX0dmz4FJEghVRbjdsDvjbluYLa1oHZ2UNhbC46T03XvXYoVCqNnZWP39KeVMUQo2tMTTWZs0meB0cmbGSkKWeygxmFqNmAh0sQEFnRwltUpR/QaxQoGwVWbMXUutt4sHX59L1WMeXAM2IUWh/ZYE8V6FeFc6ziYnXcEcnL0KI14aBEtiJ/w8M+UkCr/Rv0dRugLVw82BTehi30lKCwXLITFzbQaSKtmrDPRgkopnVJSkRIkO0j8qjYqJrUzNTF3zi9OXoAubf3mmEMtykaapDJZqfKXgnd0eY/sE837c4kL/KjLUQ/Pa280wLfPLKF63BKSNVl5K+5lFDIyySZeCUXqQZyO5fOO+Gyh6K8yvLq/AGwG1N/RhIdw+CuIUrxdj2gjaZ7rQQxCqsvnyac9xS6AZE2tIjuDIx2Kq9Tj3T/grDmwyVYM81cn6pE3ZjB6mu5qHncGT3cuHqp9T782+co1Hv3EHlJJCjPwA0UIX3RfGmFRazwi9C/UQY3qHgpCd5I51N9Lf66PkDZukVxuuBt3OQrH7+xEOB9IwyVop+M7Uc7gxb8F+6Xznql7uyNjGcLNgFUo1m8cu/Q1JFBqSudy15HLSN4TJWGunqmU/BlgDQdjBE1LT0kjfYuP6wEPRe+sQqkpsZi1dZ/qG+4/OC49iTaSQ2WmbKNL78SsxHuqfznmB5cSlzkRnZDgEEZcalVoQa1AHw0RoGtI0UTMyEBkB7O7eD3XoPwJpJLH6984AkqaJubUJxePBnDoCh5SoTifCoSNGVqO0tKPFLTJW6SzqGc2bFzfxekQhoEY517eFkC1JSoWkjNJg+jCki6idZGm8jqzVksCjMXonuXCELRbNH0PD9A5yFkPvaDc5VzRR7IyxrjuPG2a/wepQEauXj0JJKrh7JEpzF/HxpTj6BNmvbeOBq2dzet3fd+u970sx0ZAW/wrlcU/DXCJv5DLy8VZC4/Nwd4Rh0Vq0wvxhmQXh91M6vwamwfdylw8leh00GmEKcoJ0l7jI9joIzY6yPFrOdOfSPRYBTXYyrHp4oEhIgx/3TOA0/2q+uOEG3J0SpbqM4NgsQlcFeWriL9AFfKX5PE564Cvog5C/PI66bis1/yhJGfam3bPHtkM4nag52SnCwwUVTLx+NV/J/oAOM8Bcz9Yh+qKCyscX6t0uqpdCarKe4IQJzn4+2u7wQKjfR79xty0Ihmm/uIDaszfxo6LXmO0ysPn4q1R3RLbqZWZ+Iy8OjsbWNLLebMLq7NopRixNE2maKF4vjrCk9fs1fDNjJFu//TQ3Bw68zD4l/Zm6+SP0Nr53aQTH/S4c85ch5b+ntZsdi5P+RgP2QBB7KG7vWrCO9U9P4JTTfZyat4FLAssY62omKVW+su5iEguziVQYzFs2G1e/RL25k1/XPkK6kmSUrrDN1BG2QFYUoSRNZEsHxphyDJ+GZzCUaux4iJCGCZak9dxiguMMMAUIcHRn4B3fx4yC9Qwk3fx24alo/RqW1+bRulY2NhSAKcgv78V6OBfFlJgeQfaSQdK3rAOnE3+TF9Or4ghCoS/IFl8e/eNsLsvZyMZIHuNy24naKcMcz5YkCwxcvTpYFvpgEiUYRbqdRB/P55rLr+K5kY/vd/hxflTnZ1vPpCvkI+OvPjLmryEQ3YzMy0UKQeN5XnJKpuDbFkVN88K6jdihEM7GHoRq0m/H0RF0WJCuwGcq3uCbay/HdmpkvOLib8o07jhu+R6Pfyh1J9vMJC82j+aR6CTMbT60CuiZlsEjZ9zFZIfK4oSba9+/mYq7JGVLUlpEqt+fyjktXbtP6qvQNBhVzYbr/dhpJl+a8Tw3pm0ZurY97Klv7OFG0I7xTjzjsBZR7Q5Hv3EHrN4+EPDF4nnMdimkSgT+/VKi38t7C11YvJ02PWXYrd175HYkQtoLq1HS/LjTfPzppxfy0ic28ZnC15njMg8qURNQ3Pxh0kN89dlP4nI5j3zbuj1AGkmszp1DB3Y0StFvlyDuVlhQPZHnfjGGx0b/FRWYkNPGmtYsCt4zUQejKOEY4qYEd075DP21GonJYc6qWYcUEjPdhd4WxBpTidYfQ0no2KHwTsdSXK4UPe4Az18aSbRQgthxNu/OvGe4AUnYThCRNiFboVZ38XLeezzbN5E0LU5f0ktjdwneVkF8TR4FT61JJaOTSZSsTOyqElpPCRCbGOX8EcuxUHj+jSmopfDZufPQhUVDKIvOt4pY1yNRLHAEBFrYgZEGmCa8vwrp96ME0rA1sKXAYO8rve1NJD5I6Nx5/y2UPbCZEr+KiPRhxhNoxUVsva6MWeev5Kc5C7i2+BMUP+HGOaDhKCpMPbuxOE0vVDN3+icxDZVJpamevh2RNPzVA1huH1KDO8a+RY9l7dTY+kAQtZO0W8ldwpMp+QMvfxz9D37WeiaLByv49rlPc5GvhQ8SXiYtvgznU+nUPLshFT4b+t0+5aKHck9qZSnS46RvTBp3nPoS16etG8oJfDw5u+29bFUh6BmyE+49rLy2K1R+tOnJgeLoMO67acyreDygqtjhMOrIVJuwZiMLXEdHr+2onWRxIsAJaRt4ctoUcl8vRAZDe+Rn25EI1oQaNt2sUfSCzaoFNXxw7jZmutahkurT2WTGKNf2n/0zx2XylW89xHeKrqH0vvrD1uzjUCF0ByipRhxiUyP+H9ZxYe2XGRgBahLSVHA09yM1Fel1Ids68b1v4t2WzcaiNCZMaKL8hB4eLp9Cz/pcbJcke5GHjPXhFAtph2NJKRH2QaxahCBW6ENdpfODylOY7NvKJf5GMlQPO7YNO9sT5wz3QiBVSX3/BY08+tkzcG3t27mzlWWjJAxKXuzFesvBSu8EhCmpCQ6AELzw0lz07jCu5jZKk61Iy0J8JJRmmSZaZTnBiXkoliT30iZ+V/UoPrF71ky/FWWbqRKROnHp4uXgONw9kuDxFcSyFfIf24haWUrTRQXcdvULlDm6eWlwPMVPaHi3hWk6Mx3ztDKq/6hgDwTJWZmk3Z2GKwIrNo3A8Em0iMDbCu6NrTi6/fxxw3GcNHm/e/LsgkfDxbzaN4oHy15DFyobjQiPBydx3/LZaA6LGeWNrHi7luvOfpvL/e08Hi7iF3dfTtGjm7E61+9jmtsZalYmPeeMQItLBisUpICJ567j0+lb0I9gSLfHimCTCq02GmG+334mH7SUkUzofH3SS1yX1kpS9hGTCr6PxPQXJQw2JfM5yb2Nlcksxjt6D5p1dFQYdyEEIHZK7tnxBFppEXZdOW3T/eSc3ErEdrI0kdxv1cWNRgRDKrtN3B0qPIqDqc4gz0VKGVvXxJrvFlH3XeCjxl0IxIRRqP0hIgEd70YdNWmiJgWrQ0UYGauHpXPjUiUmk7vc8N2h34ryeiyfe5uPJzEuivB5YTfGXfF6U52YDhOlcH+wY+WrNEzEuyvJWqSTMbWOaIGLSIFKaFwukTwVJOQlCrFdDrZckca3zniCa/0dqELh1sBGXq1J557mE2nfVEak1INXqYb3V324/310mdrzICWehn6y3Fm8qUxi/fF5nDpi82490h1Lyk/11vPHuvPJH/CixtOH9fKt/v6d7v12s20DCIEjLxfp86BkZWINJfq23xOhO1DzcrDT/YQr0vA1Rdl4jZcXKh8bTpqtSCQo1kyyVS+GtFgY14nITAypcaanHw2Y5FhIwedS+ZC/bp5Od7yWwUr489X3cG/HXO575Gyy1ifxb+7CyA8gbPA2g4ylksGO3hjuLp1weYo5o4cUcpeZ+Bc1YXZ2Y5WPZ1Zx/UG9TwlpELUN/tU6jQmZLTwRzmZNrJjX2mvpXZFLxlY46ZPvc1vWAkJXvkKdQ+GpcC6/+P3lFDywEuujfQn2Aa2okPjIAiLnDTI+v43xaS3k6UEu9G0bTkgebkTtJD/rnchbnTV8o/IFtho53HPPBeS/EyS3wE3bHI2ps7fSYpqsThZRqe8s+GZJm0otyRi9HXAwxdlH9iEkpo8K4y6lPcQx3ZntIXWNjTe4SS/qw6snmezaRqZqYMl9c04T0sAlJB6xf82sDwYZqocr/Z083gn+FU6kZzdGWUqMDBdbrkxj7IzNnJbexLMtY5ma0cVYfyvdlolvaGgH8tI8GBzDIz8/nbRtcWpaB7C7d++129HoEetXqrhcqTj7XmiUQhFIUyJNA31bN7KohPTzW7m97E1KtT62GLncM3ApvqYoN575Omd5G1FFyqB5FAene4KUVjyJ9TnB2kQhv3jgMgrfPzzjt+o346nfTNqKctYV5sFe27inoAsYHGlhniiJtheTvaiU7GfW7Z5uN9Sk2xhbycazXejVIaQUmA0lmBkm1X8ziOU5cQRNjDQN35ZBPI2DiJZ2pD6CQu3DFW2hZuIZopQ+G8lAFTZne4JDMe7U5xmqhy9kpnR5bpuygfaJSZwCijUfWYUv8cqtW7lr/hmMuEdBMWzyliRw9MZSYU8p0XoGCc9VeXzGvYRsB9e/fxP6WypWTx9CVema5OK3ea8CB24c50UDxKXO5tXFbI2U8FLvLKIFkurJTdTMXUvS1pjjr+fF8GiuC2zgtuZTWProWIoeXL1rw5ntl3doUpR+D7R3pe6BoqKMqWHDjekIU1CV3snvSp8noGzvCnX4DXvUTvJ4uJDvLTmXgqcdmE7Bp8++mtynXRQtbiVekU33zVEenfQA4xwuLGlTqvWj7kAR7rIiPDI4ivP9a8keEms7mNaEO+KoMO5IUoZdCITDgZqTTXB6MW0nwLnTlvHGw1NpH8zg4uNv49fTH6HUu2t81ZAWG40kOarNI4OjiNoOpngaGO8YPOyGfWHc5umByfw4bwm6UPlTxeOckP9lbKc+zAsfhqLiXNmINmckPyh9ltEON9/IrgdSdK+Q3DUktT/YHMslbVscbXE91t7izcOt9A5NbXF3ED4vJI09C5FJ+eGKQShgWWhxiWGpw+37XKINywFGmoNVoSJyh67NdjiFPtw/coTewndHx1HrarA3Ne59NSIEis83zKyxTpxE+wwXUgUtCiVPtWI2bkNxuZAuByPuj/LNCWfxt7K393rOG5IZnDFtJWWuXjYX5fKqGE32iw4Uj2fXuL+UyKSBFoxR9JZGZKOfnqkWZ560nK/lvcozs0ejC5PfPno+hQsS0NCCKMwjOquW7NKBndgw2/VOEtIgSw0zxhFCF3umwnkUB1U7JGFHO9yMdmzFdfpz/KHpfApf6cPV3IVVkI3idCKlZNuVJTw47W7yVYvnB+vInOdGf3txihTgcpFMTzlLB4qwHWdBaCIvb6uj+FUb98vLUrzykkK2XlHGzEve5NHNE/nJ3dfh6rf41WWnUv2ASfH6DViR3T/bWlEhA7NKCBep5C2Oog+4UXOzGZiYQ/6nt/BU6V/oMP1McA4ckrxv0I4Rsi3qjQBjHYO76M48G/HwcNeJLNpajtLiwjFoEBznwOp10l+j0HdpGneOeYnL/VuGGWG7s0eWlOTpA+Sph6exCRwtxn0IalU50ZpsesbpnHTpYn6W+QFrE8W86pxK/3ibs0asY7Sji91ltXWhUqhK2iyFJ1onkrBUrhu9/JCWNXvCGEeCPyX8zI95OdsTJ1N14hvVhzAEOBw7VXsKRUB2JrlLTb5+0oU8Vf3ihx17gAYjkyottl8rkR2LgX5duIBbfuqg+Xujcby8eO8DFgIlPZDy0A5jSb/V04vi96c6HYUjqclDCNTMDKy+/l08emma+Ja1UL+mlPBoAw8OyjSL9Jua8WhJ8l2De9Q7gZTkwycmLuSJn48n8Nvx6K8u3fPgpATLQs3IQJbksfU2k39O+w0uYbHJyOFbynWU3NuPyM4kOCqD4NUhrsjYMFzS/9ExrEgkqNYlJ7ttTnAv4MotZ7F8cxn6oEp0SjnutjCs2rDLOdvRKKzagHMVuF0uQuUTmRtYT4Hq5o6MbbSbYRafsYqVzWPJfjuBaO+i5RM5vDL2gd1SCu8dqOaPG47jrWn37udd2hm3pbcy4Y67uG76jVTfYaNEE5iTRpDIdBKpTfJQ7yzeaa0gkdARVZA5sQ6WrEG43bg7BfVGFhX6/reU7LEihGxJX9KLtSwd14sfIG0rVb2d7iVZF6XY0Yf32TTSHlmE4nIy4o1ULmOPT6qigm3jbwjj6XDQPcFD8KoyLpyxmHPTn2KmK4FTuBjnMBimEh8guqwItzZcRH1XLvGwg/PHrWRm3ru7bPP64BRmZ2zm0wWvcaNyI9nfbuGPJc+SowgGbBuXYKgP7d5XDLmqhwu9feiHUQTxqDHuanUFLecVcNyVy7gi633KtTD/GJjM3+unYY0N88nR73FHxlo8e5CeTUiDNktQoakU+wZY15PHc5FabkxrPuyywAlpk7Q1Pv/4jXxj5ACJpIayyo/lj6BnZ2G2tqX42XbKc7XqN+PeotHvmMwTP83gMl9qCV+q+SjVErAfnNr1SZtMNTwsI+oUOn8re5sxt5ZQ2liNtXHLnsMjUu6/BvyBwjBSicXtTCGhIOO7CdXYFjIWR+g6alxgDX2foXp4eeQLO2y494f7G9n1fDVrPbVnf4qaBc4UpXGoevGjxxQOnZab6hh38TrOT980nKsZqQ/y5pWLeGdgKnmvtZH26ga0aC1/yLqYu10w8sb1/KDoedYZ2VhSYZKziy4rg0XxHK7yN9BmWax/vYaRTw+w7dx0mk9XqXrUgZASxe9HVpeidvTu0lXKjsdx9gnmutvQhXdIv0bl3KwVrFDHIk0DO2qjJhjWUd+OhDS4L1jJrxefQvHTKme5buBLNfOZ6mw94IbK1XocaSskR5fgWL0Vsn10TtVAJnlp2ViwBGp6ks9d/CJ/Dp5N0Won0RnVCFuyJZkLnuad9tdkhnkyNIaTvBsY53ANd0y6v282j34wDSWmkLFGUP7sJqwdnAu1N4TX42aWu4EfzrDIXlS512YtwulELSrA9rkgFEPt6Gfj10p4+JzfMt6xY4+HgzeQTWaYu3rm8FpLLb4HAmQrgtYT4VPZb+FRUhNF2I5zX3Akf1o3h4A3xqdGv8Ulyz9BRW4vD1XMH15RHYjEsSqUw87/26dxF0I8AJwDdEkpxwx9lgk8ApQDW4HLpJT9Q999HbgZsIDPSinn7fMYLifrv5TDLbNe49aMZbiEyve65vDqfTMxKiQnHr+KW9NX7lXs3pKSVjMNj+jnx8XP013gICId2NgcbtrkglgBy18fQekbSZx/NbFdCvF8A60nhNnWnvKUK8tSRnVzI8LhQCkvwXQdXAgGUsJahtz1dr059V5m3vglan7Rl6oaDYePWIx9d/hoqb/QtT2GS4TbRWxsMUjos9WD0jGH1Itw9pylzPvmFLSYwNUjSd+SxLFw7U7jsYKDFL4doum0DG4ua2L7cxCTSV6oH0Nhp4WMxiA3G8+7G3EGB9Hy81g4s5qzWm9HrvchVZCVUW4bu4BTfOtwCp0Oy4WjHzBtyu9ej/B5P5ReNgyUeBLcu+ZfhO4g74MIP+ycS5Ye4V/1k0lEHLi3OMnqGWLPCIXMtZJHw8WELDcrQiWs6ilkMOLC95qXupeasbt7cHfU8rWrruA3Z/6dCn3/aKCWtFmdNBiw/UwsbWbFbUU4Vowkc71J+kabXpdO0cR2zitcxZVpq/hq61kUv9yLyMlm8PZBytP7yFLDu+SwngyN4c//OIunT5zAbWVv8fbgCD64byL5r7RTmx2jd6yPvHlN4POgRL0peWxNo+PUAr448jH8ig0CaO3c/cB3aN5uaAotJ3qJ59o4+xUePue3h60zW5MZ5tT3PkXB35zkdMcRRoT62zw8ftrvhxPblrT5w8BoHnj0dKxRYb5R8yIuIflq3XzO97aifwwVrfuL/fHc/wLcDfxth8++BrwmpfypEOJrQ39/VQgxCrgCGA0UAq8KIWql3Ht3CNOrcfOst/lExjJ0oXBb0xmsfmQUvm6L0dfU8+ui1/Dto4vJGkOwMFLL1MzFZKgeSofP7PAtcxqNMHmqgxK9Fz0icPTFsAJuWr5sMbmwnnX3jSa3uzcllRBLYPf1o/h8hE8ZRed0BaUyTJHWz/546rs9vhknZOuUaAbrkn4q9UHaTDdWYQKjrpRElgNPUwRW1x8wO2b7SuNQwzYykUDx+1Hcrl2SjMLvI1Skk8yx+EP3XD6b+/pByzX/uuADYjcuYMA26bF0vrntAvp/Px7fYx/sMBiJXLKGziUz+FtpEZNd25jgdNJpmRRlDxBPy8cLiFAE0gOomkZsbDHTRzTw5cKX2TQuj3K9B7+SpEJT8SipZNgX111GZr0Bm7dixeOwQ5cnOx6H9Zt2S+9lXA2xfBcvbhyNtslD9moLw6OQ9exarMEwSl01wVHpOIMWP3jxInKWQtZ7HeQmwmSUe9D6elKTiJSwaC2lmZP4nOMaOk54fo9aPTui345x6XufpjKvh83tOVwzdhEXz1jK84PjydZDqNic5d1MgebDkG7ebaiievM6rGmjCEdsvjLmZTYm83g/AbOHbNj6ZJR7Vp1A2bsxrKXZ3GtfhBaz8OTZSF3DdmvoMUlsVAEtJ+pU/8OFTHczWOZisAI2xgv43uJzGfXzLszdcNaF00nkrAmYbkHGkm66Tsjl9qteYJZnE92Wn4mOQ8+nJaTBkoTKk/3H41ngQ40liBW6iX1igHljf7PTM/pKzM3fN0/j5HOX8v/yXhsKufi4wtf9sUgVHAj2adyllG8LIco/8vH5wNyh//8VeBP46tDnD0spE0CjEGIzMA14b2/HcOfEOM67kYvWXkvw9XzSN1kUvbMJ4XGxoqOIeIm119qxHivC3R1nMiuwBZ9y+BISH4UuYLNpk6+aJDIkwRFpaAkb3zMq744dTeWGGDJpYE4dQdKv4+zLQomZDJarGOkml1SvYYrT4mCMuyVtrl93Ha7fZtI3UkeLSsKlYLklgUYFI83Av6gJadtY9sE00lZQ3PoemQkHAju8c6HRdrldu70TVzCfrCUq84KTOPHC9dTqB9dfUxUpjrBPgWIN/lz5GHPHf5n0JWWYjR9q0qiBNLJX2PwqfBFnXfoeyYxFjHc4+b+aR7l01h24BspwN4ewV21AHVFN681JflP0IuMcLiY7+0l5+x/GS3vtGMGwi77TVEZsKYQ99bXdzWdKKI6a8CA7XSQKDdIeCSIbmrCGGEetp2ZxzSfm8dQPT6X2O2uxw2FMwDh1Mq3H65Q/bw+rjWJbuFtCZC/KYOmkMu6ydc7yrd2jdtHLUSd3PH476RuhqbiUc89fxDezV6ELF6OHWkKmPHIfLWaYOS98gapHTZTyEsL/L8gvq15mjMOg1UziEibgwJAWn9hwDTVf78fu6sGRmUHfnBKil0e5vPI97nt7LmPGbuOUzC3cv2YWP5z8GM+eMJFVXQVImcQKunmjo4bAQhdW866Tk+Lx0HfJeLJu3EbkV8V0zcnFf1kbF/rXDvUWSHCoq/L7g/n88P2zScuIkkhqJMYZnHfL+1Q5O7nI14JP2dn5GKH38tTEPw/Vo3x4rf+dyrR7wsHG3POklO0AUsp2IUTu0OdFwI5EtZahz/aKRJuLr3z/k2SuGSQt2o2IpbjLXScV84kRL+Efyvpb0mbQjg+rzTWZYfxCodsSvLOkjvdzypk149496mQfLCxp81rMiUOkMddtsyKRIHd8Jz1mHo4BDXeXJHMN2A4FxTBxbOmi4UslaAUSo9NHbnUXBa4YI93tKUEgLXrAinmqUJiY3co6kUnR/B5EXxCZSIIiQFGxevswD8Hrlkby8LFpPmrYhILQNexEAme/QdLnxHZIjN1o8T8d8dFhBLgybfM+m4nviEzVyTlnfsCTWVOofDwbZ1M/6BrBMZl0TRGkj+rh2sz3sKUAFCY7Hbx2zv+x7NRCHmybzYaGKYioSravjxLVZouRmqCKNSf1hkWlBi9G8/juqmtwLfIRqjbpnpNHVpobuXTtXscmNA3j+PG0TnPiPq6HovvS8a3vx25oGm6WIjSNold6eSDtdEq3hodZPkLTcHZGKHvBgVi6YacVmb1qA7ldeSwonEjZZX0M2LtS57ZLL39+2bVUPBdj8+VOfnD641zobUcfYuPs2CIuIQ0uWn0jo37RhdXcRutnpnBP7d3Mdim0myZfXXIRSpObc0/9gGdfm07JqwbmtqUoTicdZ5Vy+u0L+UbOIuoNhcQcjcmeRv7fmgswe1ysiJSxaFsZLncSnyuBWJCO748+AvUbsD7y7KmjR7Dhk+n4SwfY9EEZ1sVJvj3jaS7xNR22lo8tZpifLDsTDIW7xv0LFZtCNbpDDmNXT/xA8xv/ThzuhOrugsq7dSOFELcCtwK4hJeMvy9CShtz5jiMsnQcAwn6R0vO960ZbpvVZEb5TttZXJXzASe6w1y86iZ62gLkl/Rx7fHvELd1BuzDvzQKywQOoaELE0tCnUPhwbq/s6CsineD1WwK5tD1fgGBBok9tY6BSjdKbpwnp/8JBUmf7aJQjVKsuemxDOIH4VgH7Rg5jhDxO/rRf+zD0T9IfGoVWsREb+jYOZyym+TiEcW+ZINtC5lIjU//YAOZiwTejjr+OWk6V/hfBlJqgl/ceCkdG3JR86OcMGMTgQOg+TqFzv8VLOPH533A92ZM5p2uKvoiOtobCmaayQ9GPkOmYu7UTapC91GhD3JOzbMY1Radlslz4TG8Eivgye7JfFBfCUmFolcEPeNUChckqNjUhYx2YowqRm/rgZ5+RH4edii821WPcDpRqstpuEJBTwujzcsmZ11nKgEOaJXlWJk+grU+vG1J0jfZqOu2DjNFpGkiV65HsPsXKTqhlFihyYVpyynTPnydu6wIyxKZ/K75ZNZvKkLv0dh8lc2fz7hvSLhu14u7Phnl+fBY4q/lYLctQ3G7MLzw9MBknhWSRz+YRvnTkpbrYkzybeM5azrClKhZmbRdNYKbP/kCn0pv5M72ObzRXMPY3Hae/ssJ5K2IoyTizFszG2dAkL7RiX9FB+kdy7Dj8V1YMWLKGOqv9lFQ20X0uXzM0SbPz717qA7k8LzfUTvJ11rO4eSaDXw3/5WhKlCFj0tf5uPAwRr3TiFEwZDXXgBsFxdpAUp22K4Y2G0wUEp5L3AvQJqSNUTGVtDWbSU5u5YtF3u55fRXKdY+9N6eCY9h+RNjeLdgFJbfQg1q+DoFyivZOL9l8uWcpUSlRUI69qu9V9ROogqxz23XJx38rvVkqnw96BmLmObUqdV1agMd3BzooN+K8m5VJgvPq2XNYCGfKnyHGr0bv2IRslUqtSjZqhtdqAdVShy1k3RaNs9uHUs44qL7EheZKytIBgSW00FJMB3R05fyvBUVrSAPoywHrT+KtWHzETf0itOJcDn3qpu9Hdu54I7XV9BePJXP3D6dKf5GXMJAvyuL2uYB+iZkcLXnRp4Yfz+qgMXxQlbFSqhydnKutwmPou/xnjmFzo/zVkHeqlQThMlR/hWczNfXXkgk5uClmffgFJA3dD+2/8YpdHwKfD5jK5a0Ocn9HKf+88vk3vMeSIn3KRXF7cKMRlHG17H5BoWsd/PI+nMDiseza1esoZoNc+Zomk91kl/SRXe/n4I3+j407EWFbLu0kILTmvlJ+T8ZtF18aeklpK8rgpX7F65ydkaZO6mJat2JLlQS0iBoJ5n+wp2MuD+G0tBKxWTJDb97jLmerRSpHj4aFkxIA0tKrl51Ixm/8VHc3o2VSKCoKqXzQjzrnIFRksTdotF8bYxVx9+LR3Gw+LTFvLthKs2n1FI2vZmmRCa/6tcY723mc5Pe4JnQOJZmjqT1BBclr0QJl4IeAv/KzpS651DyW/F6U/z+mizUhE3ki0HuH/FPPvH+9WgnhPjTpIfJVA5jVy5S1Ok7C+ZTp7NHBt5/Og7WuD8LXA/8dOjfZ3b4/J9CiF+RSqjWAIv2uTcpUdN8CJeLwZnlqLd3cl/Vs0x0RoZLhQ1pce/648hbY6Ast3E2D9AzK5cZn1nMC+9M5v3+Ck7xr+Gz66/hpop3uTmtZZ9xsHYr9UJW6Xs37jNcKvdWPE294abZSOk97GhcMlQPZ3vinO1ZxR+dvaQrUXJUm9zDxLFvt5LkqSrfGfU8NXo3harkxTNL+OaCC6m530BYFj3XTCZzbRitvR97IIjekfLMdpQgPlKw43GEdWD6Lkp6gJynNrCxvo5V2ePpmK6SlSbxNLWT3R9mc20JZy/6CkaapGR+kr46J4njQzwQCHFp8VJuC2yj3YqSrmgsSXgo0QZ3iTerQqFC93Fd+lIeCM9CbXRxSvBORFLh26c+Rb4W5Fsbzidpqnx2xBs0JnLI0wd5rGUSk7KbkUpq4rLjcZB2Sh5X04kVeSkq6CVu56XOPxpFaBrhy2aQSBMoJjhCNp62OAgoeTWB9qSLjKZW7P7+VBWl10P9naX86vy/cLoniFPoBO1ezG43Ihnb/wupKYzytQ1PVH8YqOHulXMpfR7E6k2IjHS2nqdyvq+ZwG6MWI8V4ZpNl9Ed8eJ6KANXfRMyGktp46sqWy7y8bfL72aMwyB0kolf0YhKiy+1Hs+WwWz6To9Rnd/NlsWl9DSX4Dyri3nj/s4z4XJ6DB+TT9rA0tdH0nq8h2ReEil06j9VSM1f3Yj6hqHuSj5az8wnODFBbWkn3yh9nR9tPZuzRqwB4LZ3r+Uvxz1AwWGMM+hCZbLz3y8+eCSxP1TIf5FKnmYLIVqA75Ay6o8KIW4GmoBLAaSUa4UQjwLrABP49L6YMtthDQRBDOJryMRULaY543iGYq6pmLcHdVEarrY++iZkYOuZZKwL88L6MYicBKs3lvBW1kiyPRGy1DA2cp+plr01zkhIgxYzMSzk9aHm8iB7Y+DM8Wym13bTbSnk7mUAByKJsH2cF3jDbE/uXe3vZeqpv+Xsni+hRb2cdf77lLj6+NNjZ1H2k6WYW5tRq8pQSwqRff1YwSFP8Ah58Qc6gWwveRcL+3EDFc+lLpZlWzAQpPrPAhlPYJfkojS2UdCdB29IUFz8bfw5rPjMKqamNVKq97IyVkqef+Vuj9NohCnW3Cw94R6+UHUqb789Fingx8vPxOx1Uf3POHpzL386+UIUQ5LIUCh4o5c1ueMo7OyB7c0/tjctMZK4X1sNrZX4N61i+5QmHA46z08wq3ILxa4BHp83m8rHTPTmHszWNqSUWEOJZaFryNpSzpq7lPO8UbY/Tz7hJLuyD9m0m8WuEKh+P4mpNTi39UF/kOS4chpvlvyfbw3gJmzHeaZtPGX3qbgaOogdN5r+OyK8MP7XBPbANotLycb1xZQ/ZeJ4axnm0H2MnzONpvMlX5j1IjNcKRVWn5J6L87fcBnWr/NoPlmlfFwbXyt7iX/5prOmr4Axme3oqORqIX65bTTqqxmYM2I8MvuPFGomKxLp/KN7Jkv7xlCWNJAt7VjFOVx485t8NnMJ20yVW9ddw8WlK2hPBnhx/lSyxvYy3hFjbRLyVPuQKk7/l7A/bJkr9/DVbvviSSl/BPzooAZTXMT6mwJ8Nn9ncs0LUR+/3noqyclh6ovSUROQbNJRkhqjSxtpeLESIeGPruM5d9RqTnJ3HLLqmyUljwQnc2Vg6R6TKFuM8LB2x3ZkKhaf3ngBJ+Rt4tvZq/dQapzqt+lVEvvVuGNPqNW9vHf1LwEIKC767Th/VM5EqSxFOnW6pgToG2/jbiskd7lBIqDiDFrYusBb3wuqAh09WDtQ+XaE0FPe/xHx/HdT5LQjzG1DhTJd3amY7A4Vr5kbXbw6exwnn7iOQi2I7mnARhC2U8v8HTWyu20nedIioLgZ629h0jnbuO/ucyn4ZTtYFpgm5kCQjL+2psKCJYXIaBx1bT227kCoyvC1GG7CEo/DinU7Dz8Wo+bncVbPHsNyL1S91Ie9bhOmbSF0B0p6gP5TqkCArzXB1jNd3BZYzwtRF+MdPTSYPv7adTzBFdlkRHYt5JEzxrH5fA/nnvoBz7wxDUd/AZ+/5mku92/BJ5z8rLeGP71xEt5mFX+uTcOl+Xxqzmvcnr52rzTiJYl8HD0qjoHIcCGa0DRi2So/O+GfTHC2sTDuJkeNUaY5eCfuomFTPjO/sYmfF84nX01QpHqYU7SQN7N00pUYTqGxIVFAxv1+hGUw8/r1THA6saTOBOcA9yTd5KwyoLcfO56gZ5KfCwPLSFNctFoe7h31D+ocCr/vH8EppyznG3mv8mq0kB/Xn8E/xv5lh8YWx7A3HD0VqlmZ9M0phvQklY6unZoTZKlhZmY3ckPte+hITn/308hmL7HTQpR7e6n3VeAd38etFcvwqXE8yqFz2z2Kg+vSl+Ldi3e9IFZJYyJniFKWeuJyVQ9fq3yJH24+m2neLZzt2bXlmyoUZrm6MaTkUBM4O3oxWYqbktktrM/P5/zJyxmnmFyX8R4KknXJfHK0QWyp4BIGj/VP5ZnXp+PqySFtq423I0Esx0Hg/ZbhghxpGoc0tsOC3Uw6diJB9UMGP2q4kkS6RGrg6hKEq02mjtnCo5WvDW+7Y4HLHekNJKTJr4+LUvAEO0kkC01PyRR392LHU+X1KQZRytgptRXQOaTilzQQfl/q91aqlB4psVdtIL/BB5aFHYsNj10tyidZkkWkQEExIVCfpPwl+G7bdTj7JQO1qd1W399KdaJxl6YTakYG9Z9SeOuEX+ASgvlVIzm3fM1Q9bWbl6NOFvZVgQreE7s4qbCez2a9P6SDsvcE5CRnB9SFiC3xDG8pxtTCpT1Mdbby9Zbz6I17saXgGxUv8EGkmp+d/MiwNtCOq9i5LgNVOLCkzTt91UgFuq6L8+WMFZyz8UzWrSolY42Cr93COZDErigkPqsaeU4fhlQ4d+M5fLrkdap1yR8GagD4bv5rfL/jZAZNJ98a+SKV+wih/i+hy9o7bfmoaJAdcOTK0ed/hd6xKj+7+sMY5HY8FMrCkCpjnS2Mc6jc2jyX1feNIX7WIFMLm1jTU8Ad1a9zia+NsDTIUtxHnHeakAb/1zuGEa52Lvbtmvzqt6I4hfaxN/DusiI0mzrjHOo+ZRe6rAi9lmBeZBSjnK0M2B6+95erKVwYQ1/bdNTow++CoQYMWnkJdpoHqauovSGkImg/vYC7v3j3UFOX3WN9MspNX/8CmW80IhNJ7HAEtTAPs6llj2ErxeVCSoni95EcU4ZzUwdm674LhyDFmBGaltq3ENix+M4rFSWVrN2Tgmfs/Gl8/1f3Mddt02VF+OfgaHK00FDhTKoXwPKkzfVLbuJTo97mU+mN+/38R+0kDw5Wce+fz6XwvtUIVWHzV0bx7rW/JFv18kQ4jYc6pnNZ3hLO83buFwHh0XCAbz16FblLbWKZCnpMkrGkG7p6hsKvqWSznDiChou8FE9so3lFIXZegifn/IH3Y5XowuJ83xYeDI7jz6uP49dTH9mto/S/CkvaLIhrnFy58ehukJ3McuL7dAuT0rqY6uwapj4mpIEhLSK2k5+8fTbCZXHGqHWM9HawUhtDvMHPwmQFp1Rt5CJfCx7FdcgymfsLp9D5fOZqonL34kQH0/k9aiexsQ+p9Vau6t1rrH9321brW4YmgiAzbvs5G27K4FdNp9H+/CxyVibQQkm0riDEE8isdGjtSEkd7KiCqKiHVZRsb0jJCJtYTS0ovhTTQvb1Q2EeOcsjfKn+Uv4x6q/DuYodmycAVOtOlOu7SLQXoS/agDQNrI6uPRp2oWmppLHugKSBGjWGxeG293jd63gdjiHjnorQi6SK4vNCXjboGmaGB6WtH8UwQVORbif0DCBDIZTCfKLZKr9sPh1P2bPkKJK5nnoyVWO4iEYXKpMdghen/YE81YGJQEWh34ry4+7ZjPU0c13ah9rhb8YUnuyfzJdy30ABzvCu5+5ZcxHzCrDSXJx1+mI8QqfLilClJ7ggdznTXc1AioXWboZ5MVLN6d7NO4UktzeNf753PIopCJWo5C0Ko23rQsYTH7KppEQmEhg+HalKon8vJEMFx9gByjSLiKuZiQ6TRlNhXbiQB6c/yAwnHGxl938TwnacBhPu65nDc6vGkxIH2D2OCuOO1+KnFU8O9QdNPSyWtPli23G82VzN7OIG/PU6xffVs+rU8bx0mo2jBCqfitP9lSRfy3t1uLDBGMrfHm6xsI8iaMfwCAfZh9Ezb7eS/GNgGp/PWnpABTyHih2vVUrMzODEEc/SXxNng+FlwPLwnXXnEdpciL9BIX1LGqEijbyXtyEDPkQoCrqWCmnsTdvmME0A242pNM2dG3aPLGPruR4Kf+fg1LO/yG9O/zvneaPoQiFoW3yxfRLnpq+gREsVKDk6Q0jbTnmRO1IZhUDLzwOnAxmLI/OzSOZ4GCx34AhL/A0R7GAIxeXCmDEK57beVFXsUIN0NStjuKesVl7K+jvzIWCgdjjRYoKc5SatcxWcJWEyfFFuKnuZLfFc3u2uZGr2NgJajEe2TCK6tYq6iduY6F7FaF8rhWpiB2O6cyW2KhQKNSfPR7LotXzcmNaMhcSjps4rIVMhtg8SOjc/eyu222ZtdQGDcRc+Z4KK7F66p5cRyxNsXDqRt/Kqia7KoGJ2E/WNBYiIygNn/5k3wnX8fcFxCENQdO6DFGupSS5qJ3k+msMvf3QVmevCVAQ7UzH1cATLlsO5i+HxZmex8QrB+JpG1sgKrj51AVcEUtIhs1UAB6Md8MeS1/eL1vy/AENaXLH5Qhp7M3FoFnrX3q/LURGWceeXyAffyRtWS9yOX/VV8sT3TkU1JP4lrVgdnTB+BMERfqQCelQS+GwTj1Y/Mxz+aDHDNJg+jj+CMg+rknEe6p/BeYFluyz/DWkd9MRiSZsNRoKAYu3kER0NSEiDPivB7/tmsiGUR6E7yKvPTCVeHce3ykX6FhNLF/g3h1H7BlPKkIDd25cyxkKkNM8Pg7zBniB0B0pFCXT3gWXR9Kkx3H3LHxnvCBOXNrPm3Ulgtc5ZN75DgSPI7x8/G1cvRAskRW+Zw9LJalYmDZ8bgX9SLwODHuxOF5fMfZ+rM97nieBkHnvsBJwDIAXEjgujrPNR+lKIril+YvmSrNU2WkyiR0xCJU5u/NqzTHJv5Y3wKIKmm9fba/ld3b+wpUKhFqPP0pngdBK247iFY1gKwEYe0LNkSIulCfArSUY73Lwft/hh0zlEDAduzaDE2897beWE2v04+lSMkgTYgoIXdU74+rucnLaWXsvHN565CtttU/erTuRgqlI2MqMK151ttM4vJXd5kq1XSd4+6bd4hcKCeDafX3gl2W84yH5x87C09J70ioTuoPOWKXzus49jSYWxrubDJv713wpL2v+fvfMOsKus1v7v3eX0MnOm18xkZtJ7QgKE3juKSBFEBMUKtutV79VPveL1eu3XhiiKdKmC9B56SO8903s9vezyfn/syWTSJhOIEITnn2TOObucc/ZZe71rPet5eCbt5RfNp3NUQTP3PnEc5a+YvPzoNw5Yljligvv5D53D/1Y9MiJpm7JznLvpo7i/GcDy6qRL3AS3xzDyvQxMcePtt+k4w+Zvp/1ujwvDkjadVuqfFhwfSISo0vvJSJ15rsweJZSEnWGLoYzbBvC9il2Bp9HM4BGSrzZ/CJdicVnxUn684yw6txWRN2EI01aouj6O2dr2rpynGgqROGUKqSIVSxe4YzbJcoVktcXfz/sVVarN93tOYGnPBAI/DKK8stqpjzfUsvmLIZae+wvCiosBK4sBdFluGjSDnaaGiqRcM4nbkotXf4ozqjdzbeRVbuw4m9dfns6HTnNUODZEy/hezcMsdOtYw2WZZVnJXLeNW+gY0iIrjbdVitsfDGkxbcm1NHw3Rt/iEnqPMfn84uc50b8Zj7D4ZuNFbGosR/OYmDEXr53zc8q0AH1Wkq+2nc3GP02ncGUMsWkHTK4lU+pHzdm4N3eAprHlhipkWYb8Fz0EOk08HSmEZSF1FSVtQFsXViK535WaffxcTvvdK1wcWsWGXDFn++L/9JX2ewF9VpIBmz2EynaVuh6JzqXf8HND8fP8uX8xj+2YTq7XR/Pnv35k19wJWHyocBVl6m5ee7NpEnZlWHt1KVKXCAPyivIo+0czpSsTDJ0zjeuPeY5pusXojr2NZKcZIKLkDnszM2XneKB3PjW+fs4Nrx75QVrS5leD9cQtD1+ILOOdclR/t7BLe3rXRfi3iU+PPH72zPt4rt6HT8niFzmuvuzLVN+nYLa0v+2SzEFt/faCFYvhfXgZgUg+Mp3BmtPAwHQfFc/BlyZfyo/r7+cfG2cy4XYV5bVVIARy9iS2fMrDGXPWoeM0DwtVhZuGJvLLZ87mO2c9yIX+Jp5JlzHdNUCxqvLw3D9RqLhwCy+6sPncOU/xpfztANglcsSAYVeTs15Pog3PK+ji4I3vQ0WjkeBDqz6NssOL9GXJFAiOn7WFY33bqFKzZCQ09hXgC6dZWNHCp4qXjExOF6p+pgc6WR2eQftpYQpLZgLgW9fuiOL19oKiUn9vPkpLN1a3M5wuhUAKBcWlI0qKsBqq0LoG92w6C4E6qY6tV2rcn7+WsBKgTk9xuCW536tYkwsRVJymccLO8M3OE3l8www8250SXHhxN3qJzVGBRmqm9xNU01w7xv6OiOAecaeY6OrBBiwpUIXCFqOYtetrCG9RCbRbBNf3OkyDwSGE18NQncIi3/Z9Mh5dqCx226ji8AfYO+I1tCXyOCZvJ9P0DOA0TVWhsDJWzeY/T6XpUwX8pfrlw37sdwItZoK7o3P5cmTjIdU5RzMzdKFylm+XU4+L2z//C645/irkk4soWpVEvLF2zOCs+P17skaEQPF6sVOpEcrhIUFK0DSkZaGs2Ez9Fr9TG1/m4Qtn3EDdphRqOos9bPihJrKocT9r+8s5b+BKfLrBvEgrj957LKLQJm55cQuN1+INvBIT/E/pqyOrTYCbqpYMfyZOwNpf2PpnDeGsyOb46OPX4+pXqL1/kN5FoP/fIP9b8SAnexMszeo0m15+2Xk6AH+ZdyseYTHLtedvaK63iT/MzuDf4MHWBP6dQ9hFebDZ8WfFtpDL1u2pCSMlSAs7Y2G3tKFGQ9jVZWi2PWJaIjSd6KwCrj1myTvaU3qv4ARPDl3oZKXBmes/Rva+EvJcEGw1yURUWOy87iOBPlKyg6wceyr8iCjLuCdWyLKvfgXpkuh5GXTdItsUxN2nULDJRMlJkiUa0UlQ9qqFuz9L7vtR7p5yx7i0WixpY2K97cZM1E7zn50n0ZbK4ze1D4yUfvqsJM2mzuVLP8UlU1bxnaKV78km0M3Rcv74kwsZmCU5c/FqdsYL+E7NP8akFY4HbWaCKzdfiUcz2Lm0mpI3bQJPrdvXcxTQaqqx2jr2ZKAMN2LHw0w5JCgqSHvk5gEO+0V4vQiX7ujy54Www35EMkPLRaWoxwwCYCzLJ1Nu8eYFP39XJyaz0iAjTXRUrm87hU2/mEG8WqFggwFf7uXRafeMJECGtPhSx2Je+Mc8LJ/ELMuSl5/ksTm3UKh6GbQzdFkqFz7/RUJrXYRaLEKrupA+D7liP671rVi9vSh+v8Plz4xNTdRqqpGairW9EXD4+u1XT6X0vBbumXTvW2KU/atjQy7No/FZ/OGFU5BBk/KyQQZfLsUVg+h0k8sXvcHXC98Y+ezUsu1HdllmWrCX4xev4IXbFpKs9mGmBJNvbkXmcthDUWQ2i0d3UVQ/AaM4wPbPqdxV/8C4RbgSMsvybIDjPJm3FXTDipfLC17nt7lTuWVwIYZUCWspurJhjg9t5TcL7uZEb+o9GdgBPCJHolLgqkjw7I5JeD0GP2k9G6qeYEeumEmubiZo6QN+7oa0sLH3ef+VWoD/m3QPX9vxUSyPpOgrOxnITse/ph1sG7O7d6RkYza17Lvj4eeU/HzswcGRAL+3KbXi80HDBNjZNiKZOyaG9zt6H9I0kaO3HXSCudBdTPibif1UAJHKguyi6ZJSHk3WckWw812pGVvSZk0OmoxS7u0+ig1dZXgKFUwfxD8X5f7JdzBgw8PJAi4L9JKVBjvjBfi6JaWPtSD9XjrOKOYfDZOY5W7lY49/lYIVClUDFq5YxqmvqypyRzOqvwGhKigejyPfnDvIgJuym9IJgBDkZtdy7lWvcEnessMyaPiviLBicfu2hbhKU9w0/07ylDQXr/sy6RqTK456g0vylhEaZ3/miAjuCgK3YiJsKJrWi0czMZ4sRFm6HiXgxwZkLodsbsecMJ1PzH6V+YfgyRFWvMNj/m//gjraDdOqH2PAtrltaBGN6SJihoeImmC2K437IEa4RzLO8jez+cOvcEF4FUe5HRnfhMzySiafH/z9oxSulfQshLMXr8JGENQyXJH/BtN1h+HxSDKfXzWeSsSToiMR4i/Tb2OCJggoHma5PNzScDdnDnyOTc83oE+FzsUTMCpyTP0vD+bOpj1PZj8ywruyxl0MDGnsmcVLw0QdSmAb/4TJWmlj9/QhBoacc4nHqfltPz9WL8Z35Z37ML0OJ7LSIGUbtFoKVarNkkwxDXovyzITGDAD3L5jIcm0i6unLeXJ0DR0U+P30+6kUvOy1chRqg2RkFm+0HI23fdPoOzBbZh9fSizpjDtsk1cGtxBhynxtqsUP7EDPG5kIok1FEVajv2f1FWM2lL0Dhf2wJAzvTy88tnHu1bTUKsrMYMe1F6ndKDm5bH1Eo37RmWdH2BfRBQXD86/mbphNdxn0iGmLWzk36qeHGYAjr/xfkSUZSbO9Ev7899n8u+jpKuCJCo01CwUPt9M3ykTsDxQ/Eof/QsK6TnG4u6zfs9RbvGuup8Y0uKJVJATvc4UZ7MpuLn3RK4rWrJPDfO9Dkva3Bor57+f+BCeXgUEhHfYWG5BJiI48cplfKbwJRQk5zx3A3W327i3d9N9VjWpEoG6YIhjKxqp8gyyOlpJ1y/rCDyyisxps6n77iZW3DmLkt+8vjtIKCpaeSkynXZodUcAhKYhXC6yx00jWaITbMui96ZoOztCYnKOq496jRsiywkpHlSh0Gcl8Ql9j6b+wWiyu1hINjY7DYPnU5OpcfXyYN8CbARLtjag9LqwdcnR87eyOH87Mz2tXPvG1eguk3sW/Inpuot+O82fBuehKyZfyNvEE6lC/t+685nw7RxiMIY1OASWReLC+cQ+HkMAibiHiX8CvSeBbOtyVj5CoBYWgmlCaSGZihDCBjVtohgWImeixNNgmMh02ilj+bzIkN/5fzKNTCSQlk38jGmc9J3XuLF43T//y/oXgiVteqwUQ7bCJN2zT8wbqyxzRAT3abNcMvm1/2LCvQr+Td1Il45RFkJNmXQfFcQdtfH2mbScrXHpia/xg+LVhzWw91hJhmyo1Tz7/Ph20df2d7xdA1OPpcK8nqjn/g1z+e6Cf3BFsOeItN16u4jaabLS5sH4JH685FwCOzQqnouSKfORDasICa64hX9jD2Zz28hEpuL1InxeZ9KztMBhVqzZjOLSSZ41C8OrEPrbMhS/b/cQ1AGywrcC4XaDLQ+LAJpwux2pgIZq1N6oU3oYiCLLCtn+sTB2WYaGih4CepZvVz7GTJfOoJ3mjth07mxcSEkgzq9r76Na87EiZ7E5W4YqnPf4RP9MXt9Ri9rmIdAMQ1Mlc+buYMdAIfG2EJXPSHwtSdTBOL0nVaBf1s3/Tb6HFZka/tx4LEJI/jrtNiZoLi7fcQ6rV9VxwXHLebZ5MiW/8aC/vG7Y+ckGoaCGQ1Bc4AjI9Q5ix2LOamhXGczjgUk12D4XStog3hAi9KLDAhIeD9Ljwg76yJb4yOSreHsNFEui5GyEZZMp8oAEV9xg++U6K8/95QdZ+2HGER/cF8z2yO8+1MDPm86g7Y0KJjyRJlHlIVqrkC2wmTCngyJvgljOw2Vlb3JxoOOw0hwHrRTPp0s5zde9Rxd/Uy7FFWs/STzh5Zajb2WilmDA1ihVrZFR9h4rSU5KXEKQtCUDtouJmvkvfxF3mglW5gr54vMfp+JphfDyzsNCdxwN4XZqb7tG/fd4bgzFSqG7ENPqUPpjIyJohx3DWa3Q1JGegeLxgKKg5OdhF+XRck4enn6JnpBElnYjEilkOEjj5cUoWYhssQhsjSKyznsQhomMxrHjcaRpok6fjBHxoXcOwVAMmUgiLRuhKljzJrPtky6uXvgqa6IVNN7bgJKTKCbYGvj6bIIb+rGDHoRpw45WZ7tRhiq71CrtWGzPz1gI1IIIRPKcv6NxCAfpPqmY0qfadit2gqOL43EjXDoyZ4Btg6I4DWmh0P3RKbg+3MOPJz/wTx0sfL/iPRHc33yqij4ryfnrryL2UgmeY/s4rXIr962bxw3zn+fS4HqWZYs50dtPQLj/aZnx2lyGlK0zZPv4/JNXo0Sy1JX0EXRlmB7qZNnABM4u3kCDu4vN2TLeHKrly+VPM0OX77hI2JGATjPBRzdehXJTIYHXm7B6+w9bgFd8PpTSYqz2zn0D/IGs/RQVtagAs64MvaXvbQV3oWkgFKe+vJ/jKC79oIyR0fvaVb9WAn7sdAYhhNOwzBmoBfmYPX1jfnZa7QRsvxe5rRHF7SZxyhTyvtLCSQVb+e0zZ6DHFCb+estuwTchnHr5rinR4dWQ0HSEx42dTI3o9Ox5so52vJ3NOrIM0rHSa/rcFEqW5XA/t3pM1pLi86FE8rELwxT9vo2/VL/4L7mSfbcRtdNEKtqPbLbMLhSqfq6c8Ca/9pzPYHM+9zUuQgYs1sSruDK0gbN9cRT+OYE9YWd4NFnG4wMzGcr5+HzFC0yY3EWBJ8lxke20ZiLUunuZWt7BhwM9vJAOUK4PUuXL49LnP8eEqj6emn7fe5YpA7vre8Wqb1yfccLOcMrSzyHWBFEbYGhiPVX36m85oKr5+dh1FSiNHVgDg9ipFPbejdZdOFBSIm1kNIayIoppjIM2uR+9G6G7sBZNI1HtwT1kEavWCLWY+F7bujvztR1O97ghFMDarYfDbk9UNT8fq6wQMTg04jW77/YCqzCE2hfDzOWwZ02i9UKLs/IbubdlHuUvS0Kv7cAcreQp5Z5BeJhOirSdoG1b7JcqLSW43YjqcsTOFodNVFxA8QoD35pWTGuM962omEdNpvmzNpdMXcnXCpaivk1vhfcjDGmhIEZMy7cY1ghxYRc6zLET8yMquAN8NLiZP8w+DmtzHoWze/jF5HspUtMUHibLur1hSZsNRo647SKoplGF5IsVz3GsJ85Z0x/GkBYvpD1sSpaRsXV67SAKfcODOllO8b5Kdo7GY1tm0GFmqX0P6023WylOeeWLXDPjdb5RsOmAAd6QFjdHa7i9aRG1381ibXSaZMLtxhyVYWtlpaCqjua5YThZcDKJcOmOM9ReAdpOJMGSZOZPxNM4gGzvQhrm/mvlo4PysAQwtuXoqu+VTSseDyLgRwQDzjEt29G+MU2E24XV1+8EwWH7O1FZCkmDyPOdWIND+CZUkq3KQ+Tn7RYpO0SMVe+3BgdHKJcH3oF0Boc0DXVKPe3HBUHmeOC3p6AnJMH1vZhd3Qc/j13B/iDzAjKZBKUAJtWg9Q6RLQ0iJEjLqdezP4M1IVA8bgYmevjNUX/iDJ/BrkG/D3BoWJuzqNctArhJ2QZFio2NztZcipXZKv7RN5uJvj7gwQPu44gqy+zChlyar+74KK2Deby46A8j9e1/BqJ2mjtikzjJt5Upupu0zI2IN41Gm5mg23LtVyd91xDTeDTUj3TcGS+gVBsanpbb/3vZkEtzxc++RvntG7DTmd0lk9Glkl2MF78X+geRiSTC40Zmss6/lo0djyPc7n1KLorPR/a4aURrdAKdFp5Hl+15Ixguvch4Yr+DUHtjVxNUeL1OkNy1r1AAYdnYXT1g24jqCrBtZHffvuqWQhx6c3fX5wHDmTuON6mugW2Pu6QzGlppCcl51fi2D8DAEDKRJH3yTLytcdje9Jb2Ofp8FbcbMbGawTkRXHGbwIYeZCyOLC9iaHoeUgVfj4lnVTNWX5/zXS2eimfZDigtxMz3Ea33cc7XlvDdoo0HP+b7DI1GgpXZck7zdRMQTk9p71izy+TcJ1TuiNXRaeRRrMco1aJ0GPmsT5bz7NYpeH05Nn34+2+95i6E+DNwHtAjpZwx/Nj3gE8DvcMv+w8p5ePDz30LuBawgBuklE8d7A3vHdwBthpJhmwX813qP71eN9rPdEU2R71ufTAePQbazATHP/EVJv8x7TBGYgmE24VdmO80B7v7EKEgiTkVZCIqoeYM2mAabBA5A3r6QHeNDAtJy0bxe/do9qGoqFPqyJYG0V9dv8cNQOguZ5BmHIEdDqxJs4uPLQejTplCUcaWLB6GmhdGBIOY7Z0HrpELgVpXg/S4UVIZpKogLNvxs40l3npfYj+9BjUUApfusJGSqfENcI2CVlqCVVVMNuImE9HQ0za+thRiS/PufSkqLJzOwDQ/3gELJStxxQy6jvYRn2xQ9pxK1zk5PNs8FB7fyV+m3D6mR/H7DVE7zYBl8XK6hjw1RYU2RFAxsKRgqmv36mZ1Nsv90QU83jKNaNSHHHIhVQlum5Omb+HFTZPwhTJkMy7KC4d49YyfvK2a+63Ab4Db9nr8F1LKn45+QAgxDbgMmA6UA88KISaN1yR7NEYro/2zsSuwD1opeq18puqH9uN4v6FIdfP7U29j+TG1DBo+nm2djGGqZBJu/BsiBNqL8QxY+Jc1oU2vom+mF6l4UbOSkue7kTljmPlhjQQp4clH8WR3Z562hbVxK9omwd6hVpoGSsCPVlwImexBG5EH0qRRS4qRujZcInJ03ccK7EJ3oYQCoGmYFRFEZ9f+a9bglIdaOxBCYFm200xVnAbq6HM9ZEmFA5yfHY0jXPq4b3i7oPj9xI6pQUtZeHcO4H3TMVOXtoXw+Xafn22hrNtB0WAZdPZgzK2j8UIvt1z8O37QeD7HLtpJ1PTyTGAyP2p4gBrtg3LMLhjSYn3OjV8YVOsDLPYY6MJFVgq0UepDK7I5/tp/HGsHKojuyEfqEj2mYKugZjVe6Z1BxZxu4hk3aUvQPRQc87jjMch+SQhRM873cSFwj5QyCzQKIbYDC4HXx97syEC+6mOBe+CAomM9VpLAXoMp70e4hc5Zviwne9ehoPBQcAdHudu5bWghwQUZlkcn0JbIg+uDKJaN6YVAu+10EKXcJwAJTXNYI/sz6VZV5LypaB0Duxu1UkJpIVu/46eicIjow4vw9drEqxTCOy2CrzWOqBUCBwyeMmcgdQ1tQuWIBR7pzD61a+F2O9IGRRFy5WG01zfAm/3Ig2TfMpvd3TQtiCB8PlAEVkc30sihFkTIzq7FvbbpLVsaCs35CTt+r+Pn8at5YUQggFkeIbAjir1+G9bo9yPEML1xmKY5TD3Fsui4egbnXfMyN+e/TrXm4+b6u6nWfGw1Mlxf+OIHGfte0IWKisXLqUmc4t+MLrwMWinHTEXo+IbjzZDtxZYKLZ0R1KwgvEGQqAbFhmCzJH5WgjxPmo6ufNyNbjIlYycFb6eh+kUhxFXAcuBrUspBoAJ4Y9Rr2oYfO+KQsnNsNeSw+9NujBaBsqRNQmaJ2xZ5ikaXpTJku6hQE+/7C7jTTLAm57j+nO5roUDx8d2ijWzIpdmeLibnU9lw2SSyhc4SPjkjh3unh2BLGK0/H2toCKRE8ftRQkHsWHy/fHZpWWg9UeyCEMrg0IjZh72tkciTR+H7ZA//87VfszVXwvfevID6C1tpKayn5FHFaZpaFrjdjkbRXsHP6utDyTglk5Hj7Y9hY0sozCdXEcbVHsXaz3nugjqpjlR9BN+OQUQqg9nahlZWytDxNXh7cuh9KZRw0AnmhomnsQ9zWNLgUCF0F4rXgxXb18N3LGiVFSTmVKBmLNxdSdjZ4qwmRvcVpNyjTKb4vcRPnoLnix3cOvEXvJmppUjVUIVC7fBvYXR54QPsiRkugy6rn4dic2n1NZK0Q7QaEeZ4WjjJa7PDSHBv/+k8v30y4WUetKTEHbexNYWyx1rZ8uVK6gsH2LCpisgqFdMH2WIx5jHfanD/PfADnFzsB8DPgGuA/R1tv+tIIcR1wHUA1RXvPGnHp7goURNYUj9gTT8hsyzNhKjQYqSkhUeAC4u4ffgYMVE7TbMp3nOSBcWqj1O9KWwSuIVzQ9yUS3Hxss/g0k2um/QK+eemeeXx2VS8lMHVHsVu3oBaWkzf+VPIXxdDaWxzau+mhZ3cq5ygqGhV5Vgd3dgBH+2n5uOdnUfBY1uwht2d8m57HV6r5ZrLrydTZFH2MvTlavHbFjuvm4gyK4q9LkzxchP/siasnt49yxpSjqs+LY0c1radqNvAUlTUwgKnXCElQgiklE5zN51GxBL4tgO9A9jDKwazu5fQozHszLC08DCsWAwOMTCPhlAV8HoOeR8y6MM1lENduhHbyI24ZAm/H6vXaaMJtxvhcjlc+LlT6Px/Fj+afiune9OATom6Fbfw0mcl31VVzPcStmVLWB8vpzWTT9J0Y0vBmRUbeSPj5r7BE3ipuZ7IE14KVvSx5VMRFEOhZJlNZlIJkXWCvo3VhP2C+MlJKgqHiLUUjXm8txRVpZQj61YhxB+BR4f/bANGd0Yrgf1axEspbwZuBqeh+lbO4+3iYKqSYcXLcZ4kN0encrp/E9NdXtbKDOWqxd4elm8VAeGmXjuMMrbvEHYZdoxWLM9TbBTFxufO8fpQHa9tm4g3B1o8h/S5USvKIJ0hWS6QSojCbAn09GPH99NgtC3M1g60CZWYG7dRthHUhtqRhqLi9zvZ5Y4mqm5sclgomuZQ9aRNde80ugfDpBcnuPayx/nu6xcy7VtiXHTBXdBKS0jOrUaPG+hdUezmdmegybL3+OUIIUDTEKrq7H/vY9jWIdfCxwNp2dijyk/jgVpSjFEYwHYpqMpur1h7YGgPHR9lYjUia5A+fgq916Z4Yd4tw6w1JxEq0wLcGS9gbaqKG4tXvOdZYv8s7JIoMaTNmYEN/G7ZSeQtc5MLgzEryS/1U9kyVEKeOw3rg+RvjNJyfiGnLF7Di0tmkQ0qBLcmKWrsp+2Ccs79xCucFNzEDXd+muplJvvRUB3BWwruQogyKWXn8J8fBtYP//8R4C4hxM9xGqoNwJtv5RhHCnyKi8/lbUMbDuaHO8NWhTJSc3uvo0wLsPbo20f+TlQ/wZYTNJ6+fCb5WpLOXB53vn4Mdfdm0PtTGEV+9N7B/ZZjABSPG6MsD7WzGzuTwdqyffhxDwMXzUJISWRZH3ZTK2pFGXZXj7MvKRGrtlC2VkV5tJg/T/4w9XEDmUof0vuRBXm0nKcQrMgi8SCWLKDkjSSGS0Ff2+Tw099FjKvGPmoeQPH5kEUR9P4kdPbChEqMwgDq6m173HyEpoFpYZSGmfVfq/lZ2RvoYt/s/FhPM2f6Wvb73PsdhrTYkDP57KYrKPYn+EXN/agIyKqoWYmWEWS6vbzmqQWgayiIr1vSPztELl8yPdDOpHO6+Ev0TIpezmIWh7BOiPLd4hUMWFnyF3bTUlIA/zjwOYyHCnk3cBJQCHQD3x3+ew5OyaUJ+MyuYC+E+E+cEo0JfFlK+cTBPoj9USE/wD8HUTtNQLjpt9P4hDou7842M8HybCnn+2Jvm5aasDO8kgnz+Seupv7uDMqKzQcM7giB0PT9BjHF4wFdR8kLY1ZE6D4qQLjJxPPYisOnb6OoKDMaiE7Nw3IJQo1pLI9KstxF4csdmI3Nh+c448BoVo3QXSiRvH3LTHtsIFCLi7D7B0BVUfPzkJEw5AxH+yWbA8vGjsZGFCABlEDAWYnoGt0fmcwP//3Po5y1PsDBkLJzpKTB19vP4rXmWkJP+lENiXXZAFlTxX9vmESlwrWfeJw+I8iA4eeE0BZei9fz4l1HkV6Q4utzn+bS4A6WZwN86qWrOX/mWgDOyVvLyd4Ez6aD7MyW8EL/JB4+/vfvDW2ZD/DPx5tZgyXJKdy65WiuaFjOJ/NWUKh6x1xW91hJnk9V0uDqxkIcFqf6VzM2n1rxCfQ3gpQsTTnm1LoLtaqcTE2Bo2A4jsxU8XiQMxtoOzVIekaa4sfchO9b7jypqge+cbxFCE1z+OQ547CKpB0Qw8Jc0rKc9yIEWkU5uHTsrp4DlnuUYBAl4Mfs7HJEwAojToO3rX14wnS34qbQXagVpZDNEV08gdDqHnpOLCV4WQdPTrv/PS2p8U7CkjY/7p/KbF8zv287mb4/TcDf4XgLGCEVd79ButhFw9c3clPV86Rsg42Gh0ei83iyeSqFgSR3TLqLYtWHjWSrkaPdDPGT5rPImhrVwUE29JaSWRnhxivu4Dx/P77y5veGtswH+OdjoVtnrmsrvqk5HumczZuDNfys5gHq9AA9VpJ8ZV/Z4ybTxXn+Tv67dyGPNU+nKm+IhxoefVt11olaig/Xr2H+7Ca+47uSmm3FWD29yGQKI1iMpyB/XPVxO5OBZeuo3p6PXV/JwHQPSk0VDDnyBtaw8NXhgjTNw2v1dxAIRTga6VFnmhfLwuruRZoGakEELRzaw8lq5DzTaSgqAEV1aumjdfH3GjtR/F7HSjDjIlGuoicKGTw5wyfKV38Q2A8RpwXXU6Pl2Fm0kZ8fV0XZCzqBljSxCS6itRq+M7r57/InaDYFyzLV/M/GM5lZ3Mn3p/8DBZtuS2eb6ayO/2PrFRh3lYAEeVkfr22tw7PdzVHnrucC/+CI8fqB8EHm/j6FJW3ujBfzZryOyb4uPp/XyGOpADNdPSPUttF4OqXzlVs+TajJxvALbvzm4Vuuv5k1uPTJL+Bt0yh/LYMWz6G292H19r2lQCrmT0ftiRJdVIHhU4g8sHaEQvluQPH7ETWVWJu2jznRKlT1gO9XuN0IVcVOpUZKNMLtHlFt3B/UhonIrt59GEFCd4EikNksQtOwjp5B/wwvpUv6kLrK1n/38vTxv6ZGG5+A3AfYF4a06LbSnPr65wk/4Wfg9AyF+XFumXY7vZafHzadi1/LEdCz3DLhGQCeSOXzp/bjSZs6Aw9WUrQ6SdcxfhK1Fp876VkGDT9X5C9lir5bPHEsyd8Pvrl/IXSaCQat8bEyVKGgCskTW6axI1OEicUp3gEGbBdZaZCVe1rVdZj5FK02iLzYhDtq81xs2oiRydvFXJfCknN/zqrP/4rr/vAAA9/P0nzVROyjpqPm5+8WBhsNIVAn1Tmsmb0gV2zAbGsnF1BIlQhn8vRwQYjdEgBC7P/c9oKdTEJ7F/sbZ1U8HpTZU1GDQYdiqe97rkJ3OaWgTBY1L4xaXek0R/cjqbDHdpaNUpC/7+Oq4tTVAeH1Yvo1ipfFkC0dNH04wusn/oY6PfBBYH8b0IVKpRbga7OeJZsvsOI6PY0F/F/PKXxxzeV8uuolSrwxjsnbwRbD4o5YFTuzxWzvKcT4TSmlt64mWufD8IMwBFX6AN8vXsV0l3fc38sHZZl/IRSq3n2C8ljIU5PYCZ05/hY0VCwktw8cy85EIT4tx/9WPUKF6iNmZ1idrKZ/hk7zhdVcfczLfCGyDPUwsSR0oVI9TEu9JBBl5vS/cvEr/4be0jusCWPvK9wlJWiqE7j3l5VLSeSOZQi3G2vU86MbkwfSnHECuIJQBEpBBBmNORRLQKmfQLYshJbIofXFIZvDbN8v23cPWPtRkxS6C+H3QSqL8PvITi7Htc7YTUlUVNRhuQNHqlc6Q1axuCPdcBBITYX+vTjwioq07JF+hh2P43pmFRLInTKHSy5a8k8V6nu/YKuR5Hd9J7LkloVUPrQTmUwha8p5c8NcUosy/MfDH8PXJXhVn8sfjh7kFzPv5WctZ1L7Xwaiq4P+j8zG12NQsDLO1qsjrEjWMNPdwSTdNe5y6AfB/V8IulDZZBjUa7lxSSRM0/u4/rhnudDfhCp8+ISLMleUpX9YQP8FKf7XdSpT/R0sjdbyxpLpfOOaB/ErWS4LDgJOABjLhvBQYEiLv8SqeLRnFr0pP7n8YTkA2z4gY8bauHXMfe5dH1d8PtInTsf36hanvFFdgdrTt2fgFQK1vhajJMTgZC/9R1loQyrlr1ggoO1khcXHbOSVLQ1U3V+Mf9sAaig0rilRtbAAEQw4FoS2hTKxmlRdPt2fzDC3fJDF+c/wiyfOpeIFG8WUuLtTiM4+zJ4+lFmTUVQVOxYfv1SBlI470mjY1j6yCVpFGdm6Ysr/awf/Ubiaw2Ek/36GJW2uXH81ke95KFm9HHP42lWboCjgRrF82LogE4Fcnk19MM6X115K5fckZr6HznMnk5mdIvxrSc/REQqn99KYLMCKCG4amsiloY3jugF/ENz/xbC3oP+BYEiLiKry1chORmtuz/U28XdAXxPg4qOWsSFbwWuvTiOyGYIXpbnQ30fUNgkrXixpc87mC8jZKo9Nve9ta+7syBSz5eVaah5JEOluQyZThyxhKzQNtbBgT3XEYQcimcvh39zjTI4KBQZj+5UbEKkM+qBOoEsnGtMIbwdvZxIjz0PVs5LOh+qY0heDviEnWI4jiwYwplTRdYyPqj8OYQ1Fkc1t6KVBMnE3HylawZm+Hk76yC94+PQ5JCw3r317Eb5UENU0oa0bKxoHZeyR813Qykohk8NKJHY/uB9jEsXno/O8KgZnWfy07Cnc4vAM572f0WOlGNhYSOFgF/i9WEPDq6RsFqkIDL/A121T/ngXm75UytYt5ZS/IOg4WcUIQqbYovoOHakaxOrhnJImvl/yMptyLoq0GIFxNrk/CO7/YhhvBv2ljsW81FrH92f8g48Edmedx3ridJ1iUvaMxtJUHV/IX8evTIE7avPNpy7j0QWb+GLpc8RtleM8BjdMeJZnojOweXv1d12o3Fi8gi9c9Qo3HP8Rtj1ZR8097YhE8qCUSOF2OxTFyjLo6UdmMsMZv4YSDpFaVAcCvO1JbNvGqJmCa33ryKj9HpDSKbO0g3sD1D/nGVkBaOz+wbwVEqS2ahvVrRHM6PDnrevoG1qY+lWTm2ZcxA/m+UgXScI74NyvLMHwKciO7nHJEO/9eeD1YLW07d5OCLSSIqzevhENfeF2kz1mCukSwUULlzNJH9+N4wPsH5a0+Wb3fB7cMIdgq6D7lFJKHh5VEhQCy6MibIgs6yVXnkfZ5B6iL5TSN0eSKzQofkWj5tebAei9aBrnnLGMLxW+SIep8GhsDheHl+NTxncD/iC4v8+wKZdii1HMc0/NJX+z5Bs7P0bNR/6PdjOP07xDBBQPz5/+S870f4HOXJg1ORfFc7rxPhKkeKmX0NFZZrtgwIqi4eNcX4YzvEtRePtNy1219783PEVbbYITpt5A/R/yEa+vG5NTrpaXgmEiB5zyijUURS0sIHvMFJquknxx3nNM87Tz1dUfRXstDyMAE4aKYX/BfS+8LfOLvfeVTI6wdpRg0BFMG4pip1Ior66hdKmTkSl+L49bJ5LflDhkbXYAxe1GDgzuybyREjQNtaiQ7JRyXN0Jeo4t4N///S6muLqp15T3vdrp28XqnMlDLyyi8kUbT28CtT+B1d2D0F1I08DOZHC9uIayJQqiMML2r0fwJb2YQYnplURWahQ8vQNsSe/F05n32dXUePo45fkvUV42yMerlzLTNf6S2QfB/X2GUhXOeeJjTL21CysSIJsX5NIHboCyLK+d8Bt8uKjVA6w+/o9cvO1D3HDzF0iWCzhLUrW4jV+Vv44qdMq03RfZP0NXpFIL8NgJv+GCrq9Rn5yM7VLRemNYre370AXN5rZ9zKqF30fHdTl+Pe8+zvAm0YXKA1WNrO+cSf4z27DeohIjjNGIHQd2rSaE14sdjSFcLtSyYkQiBZqG1ev0APJuf33/insHPTkVEcnDbNnXx1a6dYYWV6KYkqGJBVRftZ1LAlHgvSVa925jl1oswPqcm4zUKVBSXPL3LxHZIHAP5MgUevA3OgNksrIEJZlxtImGV6EyEkbkFPL9aXrUEEUrIPLUVuxoHOOEmQyckuGKwtf5zG2fR9Rm+FDlGs4JbEEV41ej/SC4v8+w09QIbteQ3X2I5nbKBiooA7pPLWXoOCgejtO6UIllPdiqQMnBdR97gk+ENvJyJsAxnuw7MtziV2y+d+G9/GjgUgrXGuTy3bjzAoh1W/Yxft7brFomU2T7y/hD+0lMqbmfuK3z/NZJ1Dem3rJ2OjBMSRxnNr+fGrdaWoJMp7GHDcARAhWw4vG3PxylqKj5YaTfi1DEHsxLJRik67RSFBP6F1kcNXU7P6p6GHh/S1e/FdweL+XPzYu5ZsKr3NpyLC1dEY6t34m7KkG6O4S/WyewvouuD9WhJyQFL7XRekk1BRsK8a1uQZomPcdEmDS1haE/V9HwSjtkstilRaSPrqPzygy3LbyVX7SfQXi7zeBUk0+E11K8l490wh77OvwguB8m7OKX56tHtqa1IVXSJRKhKthGDtnWCbqOe6iER+Mz+VK+I841aGco9ccYvMjk/+r/xgRN4BZugkqG/Ss7H35UawHmuNtwL+5DfTOIEVJJV/jxbdKQtnSGfg5Qj7f6+pn85QS5mQ3892/O4vnV05j8xySs3/7WMuJh7MG+8XgcWdxUClQV0VBLsi5E4I0mhKJg1JQg3li7R93b6up26velJaCq2IkE1uAgit+PtOXbst9T88MQyUOkMgiXa+Rc1bwwQ2dOJX5CGjOtceNxD3FxoAv3IWSBH2A32nIROtaV8F9bP4xakGXWhHYylob2WoiCDTl82/qQQ1EK1+ShDiSR0RhKDpo/ZuGfWYe3V9K/OEf81WrqVg2Qq4yQLnWTLlDIRAS/WXA3s1052hNh0oUK35r95D7smKw0mPPSZ4FvH/A8PwjuY8CQFllp7FdcKysNeq0sfqGQr/rwKToZeeRL9x7tUfn6+Q9zy7oLiTywBuH1QCSP6ESFyZ4OstLkzawHj/BwXGQ7Hwtt2OPCmu9+Z6Vdp+hunp/7V16/OY//2Pgh9PsjuOdOxvJpuNe37uG4BDg68GUlGBOK4I31KJsa6fhUFVOaNzma8YdRD0Z43Nj1VSgpRxO98eIIclqcwOYQsm8AJWc6+ja77ASlHAm40jCQmSxqQQSrf+DtT9BKiTUwCINR1IAfpbgQ2dbh6MtMrSFRoaDpFr9ceA/n+jJ8QHd867givJxZF7ZwV8/RrH5uMp1PTiS8I01VUxMyk8HOGVgzJqJ3R5HRGJmjJ2EEgZiOr1tS+Ewjha/56T65mP55EfI3xpCKB9MnWHjhOk71ZlGFh4uqVtP18TBXBDsZLa0NsNMwyHt+bJ/nD4L7GBi0M9wXn8J14ab91pW3GyG6zDATXT0sdOv7LVWk7BwJaYzJSzWkRdTOvGOmB9eG2nD95wN8/5Tz8W1zY82JM6t8Cy/Fp3CadxnHeLJ0mFk+EdpI/rs40LLDSPDd9vPwa1l+WPYsr8+/g52zDD6y/DoK7vLgSiRRQyHar5lB2ctRlLZezPpy2NlFLs+F16U7QXP95rd/MkKguN0Iv8/J1hNJEApq9xDSrSPSWWrvlYhUBrurB+FyoezsgOH6utnR5exnWLDL6h9wRv/fRolo13lplRVIt461vRHE8OpiYAilpoqeE0vx91ikKmzuX/Cn4YbcB5Onbwe1eoBKLc6XVzYw+SfrseNxpw9TXwOEiE0N4+vJQSpN/IQGOk4QFE/pJr2tEMWQGDUlZIrdZCKCYMLGyPOgGJKy85v5deUzqMJJJj+XtwEFBX1YEjxhZ+iwLCIKfGLD1Xj7x2aofRDc90LCztBsSmo1lZyUbEmVcpswuDLUukfw1lDptwIc5WmlUFU5UCakCkHSkliKfUCaooJgp+kirFiHrTmZsDM8my6kywhzcXDrHjcOVShcHerhktN/zyz3ddDip8kfoSka4YXgJo7zRKk+AnRFdAEhPcMTq2fyzOuzmTKrhR/U/J3HjrqJKwNX0TppNqlKC6mZVP49jlFfjhrNIA2DVLGGv6wE+zDI8gr3bqMRa2AQtdiHUhgBw3Qol5mcI+i1ecfulcFwXV5oGiSSjgG3poMUI5m8cLvfcp19l3eqkp+PdOsQTzqlmaICyBkIn5fmi8tITckyOKAzf+E2ZroO7Dr2AcaHhJ3hrvhEFnoakbpEeDwQjyOlRJESbJvoRJXgzmHvWSlx96t0bytkwuM20VqN6Cl+0hMMgltgYKYgG3YjzurniUkP7FEl8AoXO8w0E4TALXSWZPJ4PdHAsv4JqHcW0DNfwIMHPtf3nXBYn5XEBgJCp9G0KFcl+aqPlO1MdT6ZcvPVv17LDZc/zKfDrdyTKOL1WD0/LHuRsDL2MuhIQZuZ4MNrryEa9yKlQAjJK8f9br+rh0YjwZeaLqbxsYmkymx+cd5tzHP3UKS6jwhFwDYzwXYjxPd3no/4SRHJEp2B6YyU/ace3Uj3n2rJu/11FL8fO5l0GApvYQBqfxBuN2pZCXJgCCse322k/RZ/N8LtRnG7D9n3dI997JLolRIUBZlIYfX2oubnEzt1EgCZsEKqTJCdkmbJCb+m5CCyzh9gbFjSpt9O86fBedx116mkS52suf6eFMq6HY5GvsdDet4EpCJwRXNogylE1qDzzDKCrRauqEHbyV4+fvFz7EgVsXmomK7eMADfOeoxBswAnwyvH+nbvZSBa+/9HF+/8GFUbG589Tz0Pp3K5w28m7qwSvJ4Ztn3PpD83YWf9C3mHztm8JM597M+XcVNr5yM8FpISzChqo8PVawmU2Txi4cu4MelBpHiGKmMm0sKllKhJsallJeVBpaU7xpvuFILcH3983Qa+fx1yyLSfT4ejE/iytAOlmd9zHYlRi6gWj3AQ/WPc+sny/n5xlPZmSvmAv/ht4QbLyxpc1N0AltSpZwS3sQZ3hwneW0WT3uQxV+6jMIvWxQ8GYe8IPQNMnjyJAqXNmPCyKj9aLu4twO1qAixSzd99I3ibSREMpvFHj3ROp4bhaKiBvxYwysAZZjqKFQVxe9FGiZqSTGytAD3gEk2omHrEGyRnPah9RSp7g8C+xjoNBMYMKJvtD9sNTKc88INeJrcTPxbO0ZZHtmIG2HaTt8qZ0B+CN/6DszObkeDX1XB48HfbWO7BF1He6k8sZVb1h5LYJmXeL2FvzKObQtuXHkOJ07cjjvPKSFG7TRXv/wFijbCXfMWYvyplMkPrxpRAbV0F8akkjHf1/squBvSIm3p6C+H+J7nAhryewlt0ShcZyFVGJpYxl+1cmiwqbutl0xVmFRpBOoUts0opcDbiImFepCa5XbDpN/2csK7SB++KtQH9PHZo9fSZsI2o4g7YnU83juTj5Uu5Tx/58gSUBUKlwabOOeoP/BUaiKNRmK/sr/vBNIyx18bjybzfBFLexbwq6s6eGzqfehC5eGZf+HCX36SvsaJKGkFV6wUf7vEO6GI+InV5K8ewN668+1TCoVALYgg3C7svn6H034YcSiOSorHg1JUiEwNN4MVRyxN8XqQ2awjn1BfDRkDuXEH+pzJNH5CEnnZTeCqdr5d8iI7DcHUQxh+eT9h0Erx6/5juSJ/6Ziv22YUEnnDhZqV2D19aKk0eovuzCUMm6goUiLCIRS/DzuRGPH1tTVB19EgXRY7NpTjGlSpvWgH15S/zF09R7OypYq7jvkj810qqnBhSZtfD8xFDLjoOc6k+v+KCW/uxradprzQNMzjZiAPQlp7XwV3G5vnmidRvMXAd2+MqOrDfarko79+El1Y3PyjD1Pw9/WUAdkFDcS/HOd7Ux6hQe+nTvOiivGVZaa7vMOCWu9efdOSTo0/rHgJu6BeHyRud3NRcCtDNrjFnneegOLhtYzO3e0LyZTpfDrc+q7UZwOKh/+beg+Xt38Wb4+G8YdS5l96LbmsxsyqDo4uaeLp5UXMOnULN1Y9wmVrrmF7Sx4fP/5l+nMBlty7kKq/bMEeir6lIK94PI6MQTSB2d6BWhBB9fuwo7Gx97dLBvgQsnq1MLJ7G0VF6BpKMODQGU0Lu6sHpaTIKbsMr0bUgN+psQNKwI81FEVs2AZeL3LuZFpPD3Le9GU0LOjhurztuIV/ZHbhA+yLgOLm64VvHJTC/HD/PPxdFsHlbVjZLEokH6uza/c1MVxvtweH9mA+yVwOb2+O2keg62gPnn6JnrRJvFjBfy64mkyh5AvnPbGHu9mP+6fy0G9OZsrT7Y7qaFc3lpTOVPPwSs3d1I/d0zfmOR80uAshqoDbgFLABm6WUv5KCBEB/gbU4PioXiKlHBze5lvAtTgSHDdIKZ862HHeCSgoBL1ZMpEg7vICWLOFopc0/po7H1sTRFYNYsXjqFPqGZzsosCbxiMMJumHzhh5txtXDyTzeTE6lUsib6IIG4+ABk0QVtzkK/ufKp3jHuLHEx9gqktBfRfr7XPdNufPW81T3Quou3uQ4PcVRHcXqYZytt6oUXVcK+ufmkzJZxRemvdXtsx0dDeytsbUC7fQ0VhP8In1Dm8cDk5/VNTd8r7xhDNJaBqOOUY0Pj4jaqHsMyW7a9+jLe1Gw47FET7fiOmGEALh92FG/KjxLMLr2SOwgyM+RVOrY9Yx3FQVbjfJU6fScUmOq2c8z1cja4dLgh9k62Oh0UiwLlfM8Z4Dr8yy0uBP0Ym8sHkyk9pTI/LOZlv7Pt/p3nRWOSxQ5250gnAphWhJA7lsHYrfj79iJvKYOKf4N5OyFXSh8lAywp+fPpn6lXHMppaRfakNE9l+bQlm0CayWiHUmEPUFsJzB35/48ncTeBrUsqVQoggsEII8QxwNfCclPJ/hBDfBL4JfEMIMQ24DJgOlAPPCiEmSSkPH8H4LUIXKg/NuJXj536dyEtDmLbEam0n1NyG0DWE241WU822TxTy4TNf54zQOhr0KIZ87zWjTvJ28NTATD75zKfIX60iVYHv/C6OLW5k5UAVd0++e58Ga7HqJ24neCJVyjRX98hN7ScDdTSmi7iucAlz3IdfNXDQShFQ3CTsLCHFg1vo/KzsDY69ZDu/WXMJwUfXYJsmmaJacn+uovtYm5POXcfybIBTvRbz3dDqa2HpQA3dd0+gdGUnVs5wpjQPoti4axBJWhZks3t4ko6Zqe89fWpb2Nn9mHG49AOXdSwLOxZDCQawh6KIYBAAdXs7MpXGTqdRvF7nOMO1+dGesNI0UUMhhs6ZxsBFSU6sbuSqvOX4FKekZkmb59JuzvCNX+P//YKUnePspZ+j8G8+/uOKBK8u/NN+CROGtLhl+7FM+VEUEUsgCwsc+uo4V2hqYQSZzmBNKEFIibKlGQun9+Lpt+jbGeQz3iso8Kb4Sc0D3HjTFdQviWIFXHus+xPTC5l3/BYqPEMsravh2tolWFLw4uQDH/ugwV1K2Ql0Dv8/LoTYBFQAFwInDb/sr8CLwDeGH79HSpkFGoUQ24GFwOvj+jT+yRiyFTx1MQZOqCK0swClP4FIZ0lNL6PjeJ1cqcHx0zdwdf5r1OtudBGg0UgQUdX3DFsGnEB9U9USbvQO8uD2E3EPSRJPlXL/9AiBzS6u0S7mjxPvGzHHzkoDt9BRgNZcAXd0HU2lb4hrCl4hoibBC+WaCRz+4N5lwRPRBmZ7mznGncYnHEOCjwb6af3es9xZdiZFq1K0fshCc+eYcLvO2jUz+Ip/Jv/xmbu5LDjIh/wJFtXdy7HHfImSF1XUkiLQVEdj5SB5hZ3N7g6aijrm5CtCOJRGQB4gI99j3/tj7AiBGg5BUQHKLsnhoahTVzdySMt2lB3TToA/ELSyUrrOr8U8Z4hib4ZPFy+hYlR5ocVMsTNXheFtec8lJ/9sGFhk427UrCS3OUT2qP1zxt1CJ7ExgmxehT2zASWWhr1mE8ayO9ylwinWbEXJZkfURKVp4ooZCFujdzBIVXCI77ReQNW9zchkCkXT9lAeDbyyg954LcvPcnHWSSu5LNCLKhQ+OcZ7PKSauxCiBpgLLAVKhgM/UspOIUTx8MsqgDdGbdY2/Ng7hqw0eDRZwGm+bnRU3EIbKZP8qPMsUp0Bkqcb9Hf5MSJuhKFw3tErudDby+07F7Kqq5KfijOY5O/mRP9mVmSmUqX3v6sskrcCXah8u3Atl31xGVeuu5pcxk1pIMWMmV2s6y/jmVQNR3ubKVEV1uS8LHbb1OoBrs9v5rq87Xy981gufPIGQqVxavMHuDK0ZqSWfzgx1eWjPG8DKdsiJQW+YYVJVSh8PbKDE7/6K27pPQFjqISvT3ySL7d+kokPJFCjaf6j9hJO+9DPKVT9lGkBVp72a74/6wQeeWUB5OWY+m0bs7Vtn0xb8flQIvnOD8njdmrquRxKwO8MHXV27fdclUAAJZIHOQM7Gtsj0x9vNudk4xJr2849Hh9zpbDXvoXuInb0BBKnJqkMJPm/+r8x3eUkH5tyKR5NzOQobyM7MsW87ml/V5v7RxpazAQXrvoUBW/otJ5t86njnyd8AGZbi5nG1y5QSouxVm3CGi0/EQwi02mEEEiGBeUyGbTSEmQ2hzU4OKahurahkWpPPS2nezl29g7u+dFZhNvecG7+xUUj+0NR6f7IJOxzBpng72Wyr2tcv8FxB3chRAB4APiylDK2y4Nxfy/dz2P7XPVCiOuA6wCqKw5vX7fbyvKtFR/Gmv935rg7yFN2T4j+sfo5tpc9xbpsOT/ZejqnVGzjpNAm5rn6WJMroDZvgM5kiI8XvUa/FeCJ+CxuW3YMXzrmWfA3HdbzfCcQtTPkKZKn5vyFnaaLGbpEFyptpU5GaCD4xI4P8aMJD6GK3VmfW+j8e/ELvLJmAaW/MGg5ZSLf++TpXFe0hPlu12EP8mHFy2eaT+HNHTX88ph79riRLnTrLKx8nb6yJB2WygWnLWX103PR+uJMeMzmphPn8+1Ch0KWr/r4SelSzjl3DX8fnE9ToGpEidGOxpCW5bBNhv+2Ewm0ygqwncxN5gysWGK/5wiOLZ09fEOQ0+tQNjftK8s7fCMZbek38pTH40ymvgUp3129AeF2I6dNpP0UKAkl+UX9vUwa5b36296TWdJWx6riajTFYoqeZJdz1vsRe1+rTyYnkVkZwayXeEsTnBlch1vsP7grgJBgdXbv810Kl+6IwGUyjqetYaLm5zN4Yi2hHQlYPjj2eQ1FcfWlUCfm+N3DZ1N3/yrHFUEoIzcMwGFGCTi+YgffL1lCvurjkaSPO7qPAbYfcP/jiqpCCB0nsN8ppdw1E9UthCgbztrLgF0iH23A6ImkSmAfk0kp5c3AzeAMMY3nPMaLai3AyuP/gFvo6Hv5fLqFznSXznTXIGfOuRVdKHiFC/DRoPdzW+3jRO0c63L5LPJ0OM4nR2e4MrSB9+IPZPRkauGolXmtHiArDc7Z9BGaeyL4a/ddlgYVlcQE2Hx9Ad52wUuPzWXNogqWzL6bpVmdKXqSsOKi18pSpu7J/386pbMtV8onQtv2q82zP3y9/Em+k/sQa9PVHOVeTrel02WF6LcCVOn9LHK7mKoofDzyOo+csYhJN0m8LVH+vOpYvnzq6pHj6EKlTh/k2WfnUj+wA2ma2NEYis+HyA+DZTsUx+GSiUylEFXlCF1DtnaO6L3sqnULlwslGMDq63eGkKoriM4pYqheZUKLF5FOOz98RUXx+5DptNNDHW56jmjLCKdpeyg1210QbjfWUVMxAzqpYg37kn7OK93MF4tepFLVeSgZ4UJ/H4a0eGz1LBSvSUOgh28UrMKnvPeu28OJFTmLDjPE+b4YqlB4snc6vk7J4EybUydspUjNwV5+BH1Wki2Gl6fji3AP2nv0OnbBGhgc+R53reBEqARXwkJt72NcXK2dbdT+dxVsXbO7hGdbmF3dIy9R8sIkK+CLRS+Sr/qJ2mm+/NRnmPLrsaUrxsOWEcAtwCYp5c9HPfUI8Angf4b/fXjU43cJIX6O01BtAN4cz/s8nBhPQNkf/cnAokwLEFFTaPio1OAEzw7ei4F9NFJ2DhsbXagjk6duofP56hd5I1JHcFRg7jQTdFguZrg0phzTyIXFq9maKaXa7VxMCgqL3AavZ4J0mWGO9bbSaaXIUzQCioesNPjs45+h5lGLpd+v5XdVT4/r+5jj0ri24hU8So4T7v46oZ0QaLfwtcSITclj6NI4n57yKoZUcQ0JzKIQ7d+0kUMKNw9N41jfNma5LHyKizo9wO8vuZlvr/s0+U844/j2UBSiMaxobI/gavUPwGB0pAGrGAYjernDTUxruDau5ufRdm4pJctSKJbbYbSMCux7uyaNcNo1DbXEqVwKIZDDg0nA2NOqiopWXkqurpiWMzwgYerxOzmneB1He3cySfdz01AFES2BW+i8nnHj36GTzdM45ujtHxhwAEtT9dzetJCz59xF1jZZtaGWQhOkLtkSLcEo2vP1lrS5aXA+Hdk8ntoylSkvte0/UO/nBm22duBp78QcJw3Xjsdh9cY9H1RU1LoJyPYu7FQKOxbH0y+4fvulPDD5fs5adyVT/6cN1LFXzuPJ3BcDHwfWCSFWDz/2HzhB/V4hxLVAC/BRACnlBiHEvcBGHKbNF94JpowlbWzk22oc1Y0a3DkSRu8PJzqtHM+lJvF4z0zuqHuYgOLhkaSPH24+m8snLmej4WHhsLZNseoDUih4+evEBwkobpRQx0hmPmg5WUy5luOzK64gO+TB1auh5AT63EH+d8aDSK+Nd2sPyx+fwX9fNMR/l6wlZed4M+uh3cwnqKSp0IbISI0ZrixhxYsqFC7wD3Lq+otpuLXPYYjkDHC7yIYEyhthXiyczPeqH2HZuTVszk7m36bdzz0dR/FA2xxe8dVxd93jI+/5JI9B9rJBxBIvVk8f0sg5cgLh0D4B3jGOdmrxwqWPaMOMfh7A7Oqm4nYDmTMIhUPI2O7yikynD5iRS9N0FCyFQu7kWVhuBXd/Fn1nF5rfh9ndu1/KpuL3MXBCFUP1CrYu+ejpr3JJ3jJ0YTPd5SUrDVbEa5jk7yJl9/LJFz5PXgw+evkSTvWm2FtN8P2IPjOATzdQUGi2MiAgUSVQQzmuqnydam1fosRpgQ1Mzs/y5MZpJGeW4enqGWmyKz4f5rxJCAlaXwIRdUp1cngFtysvELoLpaaSTG0Ez85+R9htHFADfhiKjzTT7WSKise66DSrmTXpS5S+JpDJLcRPnuSQ0A+A8bBlXuHAAt6nHmCbHwI/PNi+DyfSMsfjqRLO8XWPuwzwfkJGqvxh+3EArMm5mKwn+dH2j5B7rYAH7zmdWyecSdXpzXyodDXH+7Yz3eXc6Pa3uvlHsprvPXUx8+ZtJxt3U/2IoH+GIG+bRegeg5+VfozwLJ3Bo8upeibBQ8pxnPuJ1XzyzU9RHomh/rgALZ4jl+8mWaozcGaaWZXtXFG6lA/5h+haUUpd23rH/3R6GfFqncLLW3CpFosLtlOiGny1/GnWfnoTFwdaeNo9na3rqnBNs9humEwfnsY0sYgnvBTWeFGGpYGFEIhIPqot95sx26kUpNhDFkBoGorPhxWLOSwWhmvvo+vmwzeHseDwngWetuHjGiYym0OE9j8NLDSN7KJJxD4Sx/d0iOiUNBeEV3H7wDF8o/hleqwkz6cq6c/6aFUjrM2phNa5yJ0a5XORZfuUJP9VMZZ8gCVtoqaXowqbSckc/9V+LoGSBHZzHqLNy8xj29H3GuhrMlNc/vRX8RamkJZColzDM+rLteY0YH9vgKCepSMRIrpyIoXrJOE1fVhbdtfApWlA3yAe3THHGS+seBxiMSeDzwthDQ5ibduJvrgET69K3oouZDpN6M22MfdzREjEybdln+AgoHg4z9dL6t2n0x+RmO7y8vLcO3h2zq3McGUJKi6+Uvcspk+SLlTITEuzY3k1Lw5OJiMPnO2l7Bw1rj5K3oD2RJiHTvkt/dM18rdYRCeqdJxRjNafpmh1mpxfYIRcTPzDDr748y9SdoeH6CPlIEFt7sb93GoK1kSZ9IMkg/9dw3/efSWL11xC0SobDAOzrR3X0yso/tsGxJeD9N5Uw1+3Ho1HKLycmkSx5gTJN1ZOItCsYP6ulC9uu2zkXN1C54Fjb2LnRU4TU2iaQ3uMJxEF+U7j8yAQugslGATdyYNkNvu2tGvUvDysgBsxGENkctiJJFZ7575Zu6IipjfQcV2OdGeA9OlxXjv+tyxJTuHjkdfJVzz4hIpPybJ2aT3/WD2bGzZdRv52g6snv0HBe4i2+3ZRrPooU/f/flWhcHp4PQ9tns3ybIBlz02l+DdepAbzF29hY7aMrBzWJJI2KTtHRFGYOrmNbEantGyQcGNudzNVUUlWejmhaDv31T/Oi7PvpO64ZtxDJkZxkPSFC1H8wzdVKZ3AvHHroXnh7lr92ZazwhyGrYHlkSSnFCJqq8jVFh9gB8OnOv4j/vOwLZPHTUMVGG8zMA/YOT7b+CGi9oG5wf9MJOwMa3OHz1D57aDPSrLVSJKyc6TsHFlp4FNc5Ks+wooXt9C5JBDllU/+lMxxcdQ2D4FmQVs8jzwlNyyf4GDX92JIi292LWZdpoq+2QJdsZmkCz5+5TOkihQSE030pETpG0QbTFPw5zfQn14OXg/lDzXhfWYNJX9cgXttE2SzKOEQctMO7J0teFc1M/HObiJXDZL3WivCO/xjlU6Gba/dTOiepRTf5OX/BhZwin8T89xdGNLGV5FAzUFgW5SmbSUjrlgAU3Udy2s7kqzBIGpBBHtwELunD6HvtXBVVCeQDx/X+dfGTqUOmxgZhflIXcWOxjBb21D8XtjV71BUpyzkdpM7fS47vqWTTbqQXov7FvyRuC05LbCBOW43bWaan/TP58c7zqJwtSRSEqO3OZ++GTqXh9a86xPS7yRUoYxZjj3K3Y+uWwxZfr710QcYmOKm5pQmvln+BP9v1fk8lChmbS7DipzFZTsuoMMSWLbCA4tvIpby4F62bfexAn565gmuzHsTXahE7RyDGS/d813suFaha5GKKC/ZJ3HYNU18yBi+6WtlpQxOk2CDrzGGbG5Hi4+teXREaMtYtsKyWC1XhRrfVs3cLxQW5LXgOwCt6Z+NgOJhonZkBPeg4sKQWZbnXNzZdwxFrgQ3Fq8DnOxbHdaIDioucikX4TaBlpJk7y3h9JNu4P8tfJRTfDsxJLRbAVRsnojN4dE35vFK9RCBqYOE3Bm+2bWYx7fMQC8VTGzooqu1EmtwCDmq249tI3PGCOPAymYdSmAwiMxmUfx+hMuFtbMZaZrOc/59y0FCVVEMm7+uPprsLI2/75hFOupBiWqUrU6hJNOUvpzH+ROv5B/T7yAjbQxASEH/FfMofqYVmcmi1NUgWzucwZPRsK19MixpmvB2hchGYyiOEvCC6lznIhhEGCbSNFCn1GH7XHQdG+LYj6/kK3lr+XnjGdw95Q7KtAAJO0O15mxXqXmZ72vkroGjME+0uHv63TxQsYD0US7KjnCrx3caYcVFdWSQfivARwPbabxuCZeEl3Pn4CLUjQF+/NLlxCfa2EU5FN3mu8r5NL9axZXPfIWSlTlHjXMYIhTEKs9Spu6OMVXBIXb2FrPwwq283jyTbHU+elMbcjgwC01DmTgBa3vTW3YCy0yrQLokpc/b2AEXak0lctvYXgVHRHCv9/Xz3fInR8am3yryVR+fyl/Ju+nmfqTU+91Cp0zTKdOgofQZdpo+QKHPSnL0y1/ANhSOrm9kcqAbojqlSwYQ3f1YtaVYrgA/avkIN3okojxDWUGU1sYi/I0aakSSXBtBqrDJnce2iiKKH3ETr4LW5RWEuiWK1+Mo5Q3DbNm3NmhnMqguF2phgZOp1hShZ7JYvb0OJWyX2YXbjVJTBZ092OkM2msbmNJeybKy+dT0pUjVeMmGQFu1DamqhO5pQXujmvlf+QqFdQMsKG7l7+f+is2nl3DL+gtg+UaUeBw7Z+y/+TnMJd9VH1eDwbelvT4aakEEWV7I0PQgkR0CobuQPg8MgDx2Nps+7uL42Zs5xtfHlwtW8ESynKy1O9kZfW21mGl6zQrmT2jhp1WPUKkFmF+yHBv7XdUFOhJxR6yKcn+UK4NNNJqC6yNvsiYX4uF7j6N8aRb3uhYiM6uRmkLjJQoJw0220iCbUxDLHF9bobtQ6icwMLeA/170txEWUpkWYFKghxXTG1iyeRLeLLhXbEe6dGemQlVR6idghb2oE6vH3VTdG3o0S9lLOoEVzbRePpFsxE/9LVk48EjGkRHcdZQxtZTHi12lBF2o9FhJfEI9YoLtu4kyLUBQyfBGRufyJ7+CklWQfotlL09h3cBUKrZZ0NzuNHL6ByjrKCXbUELnMR6UHh/2DjdTtkRRogl2fLoK96AguSCNZ72Xuvk9nPe9tdhS8PutJ8D2PGKnTcH/4PLdWcr+gqgQWFMm0D87QNHSQVztg6RnV5MprMPflkFf34jweLDKCmm8IExkYwHBphRy2TqsrTtQtqtYtoW30YfP58UaJdpkNjYz5ftxhNfLuqNmc+PX/GwfKKQ0mkb6fQgh9mXDDEMNBXbXOYUCXo/jpHQ4vFc1jVyhD0sXZBc04BpII/pjiLwwLSf6OGnOOmYHWzk/sB4dFz/adBYNBb10W85NOmXn2G7avJGeyP+uOoOgP8MfZt1O5fBvx1n1fsCOGY0eK8mNSy7gWyc+yvKci5DIkpEWX/31Z6h6OYra3oc1FMXdMoBVGMTV5WfHQDUXn/YGfbkAnX+sRgK5k2fReCnkrVJ4tH8209xPMsvlYUU2xxmhddxbNpeiB7yoORM7kRzRNFKLS2g7o4hsgcR2+Wn4Tc4RHTtECMPC1kDmBfH12BSd08HQmjLYeeBtjojgDo5kQNTOjek1ur9tms3ciMBVk5liQ66Y07xDJG1Jq60w//BLoQCwIZemUuOI1puxpI2JhYbKV9pPZdkdsynvsuDaHsr8MXxaDrdisfqmWQTdLojjNHF6+3D5vRStVrHcCoFtUdITgvgabWofjKL0ReFeSfSYKrSzLT4W3ElA8XDx/D/xUf/HMG4qRQ2HRqb39gspURu78JXVYoY89J4U4YrrnuKxjpnsXF+K5/jpVJ3eTLG3leuLHuD6pz5B4K+jth8Otg67ZU9ZCOF2O2JNA4MECsOsWN5A1TMWItUJLh2ZPsA5KSoMa2bvOsY+BtxvB+Eg7tYhgmo+pk9Faj50l8rAjAD+xb14VYOX+hswpEpXNsz5Neu5Kv8NajUPvx2q4pHO2TT1RZA7/VjFBv82/xmm6RYfqD8eGD6h8qOT7+MCfzdRO8fz6QmsTEzAMyARW1swEwkUrxeRNVDjWep/20NybhUPuhYR3iIoG+zEDgbx7OwHJcI1n3uMP207lieCM1mpR/n1tpNw3RWhbmMUtmzFzhkj5RitqpKB4ypJH5OgND/O4LNlb/l9yA3byE9WkavMR8tIGjeWEage+0Z+RAT3QVvlr7EJZG3nInV0qPe9YHeJW+3qbg9YWR6Oz+a6vPWEFS91eoA6PQW4qFVc1I5xzD4reciG1KNNLMpVuY9px2MpD3HLy2XBsceO3ymYWNyfKAVg1c2zKH+tl1RNHu1rS5hyQg83VS3BxuaUS0toi0ym4rcrnXIFYO9owp/KMHR0BdKjIYUgMSkPPWbh6R1CBnwMNqgM9RVzc2Qal4fWUqh6+cOku7jymquxWyqRKzaOdXpYvb34HhtELSrEPbGWKn0At2pStBIyEWjsLeDL85+lSI3ja1FRNjU549mKipg7hVy+B/25lc7ORg8O5XIokXxIp5GbdjD5hyGEx40M+ZEDgyP17n1gW4etBLPf3e9sBqHg0VR2XlpIbkIWcOHZJji3bDsPLllE/gbBqgW1fOvER/lEqJkthsq8Nz9OZmuYL5z3BKkiN5Wz+znL3zycCH2wMh0LAcUz/Ht0xOiO9TTz6x0nE2jPoRQVIFSFzIJ6tKSJEXaRWBTBHbOpfTiHa2Mb+LyIsmIYjKEMlnCafxPry8u59b7TqXw+RWnHEGbTMuReYnNKMEjjVdXk8m3sbh/2fV6Kh7LYff0oPp/DYT+EKWVpWditHehtnbgLCxhsmIA8bgh+euBtjojg3p0N8scdxzGnqJ0J3n56rSyV2r7B/fWMm8l6jF5bIyNVqlRoThdC3qEfc0m6jNN83YeUeY92J9of/7tB76fprZzMPwluoXNxoIsX0gEsj0A2t+PxuLA8AT5f8vywq7rKbVNv49yl/45SWoySySJDAejpQ3rddJxjovYHKHtNElrVhZUXIDmnglxQpXhljlRbiNvyz8K6TuARJlWufj5Ws4z7as4ksPwgxG+chqXZ2UX+hgL+c9mHqC/rRQpBxb07SG+s5LuPXUOqRBBqceiRzkY2yQkB2s60mboizzGn3uVvCg7DZpjdIrNOHV+bWINIpsHlInFiA75HV+6hFSJ0l9PU3CU9sGtfQjhaH4rzr7Sst1aiGd5P5rTZdF+T4Zsz7+fu9oU0LqvCCEsCahbba5M5J8mGhX/Bp7i4LVbGTzadQWZbmDNPWcmnwpvxCtcwE+b9wWE/nNCFSq0eYDDuI28og1ESJnZMKdF6hZLlCrYu6Ftgcdr8DSztrKb8xmLkig0j10LNY9X86Jiz+F3V08xumILrtgGs9q7hGYc9rwl7ag3ZQhupQM0/DNxdSZRkGjOTQc3PR+Ryh2Qmo3i9jiZRIokiJYoB6gt5Y25zRAT3gJajrzvE5j/n89wFJiecsJkS1RphzuwS/tmRK+bu/kV8ruhF5rtUBm1BqTvK0kyI4zxJdKGiIDCxDjph+pFADPDusf+3i0m6n0n6kaWdPWBlidmFxBpsSuurEYZFZI3ClX1f5sFrfkqRKtmQKyZbYmLlB1Fak4h4kp6LplH0Sg8T7ldIfb6fj5y9jLv/52wKn29GjXjwZG1Mv4qWsdE74K7fn0mgw6JnnoIRtpn6Zgd2IIAoLYK+QazBsVczSlsvsn8iH563ij+5qrD6+vGsyOF+LUtEVZFTahx6ZCYDUhLc0I9yURDKirA2bj3o52DubAJAqyjHvz2GbcsR3Reh6Yjp9Sht3ZiTq9B6wjAw5Gw4zI8HHK67ZYOmIlUFkTV2T6VaFuguZDzu6LePzsoUFXn0DFKlHtTPdrNk6p2cvfqTmM8X4j3R+Vxq3T387czfUqVm8SkBVmRz/PC+j+LtFVSe386vyl9HFR9k6YcDf1v4R6448ysUrTZQDXBFQUtZRGvcXHvcCyz07WBOsIU/LTyf8v5q7O5e7FQK9/pWetJBvMLFnYv/xCc+9UXqf5PdQwcGACFIVvuQCqBKVMNGZLJYeQEnQA8N7XN9APskDYrf70y8DvsMqAUR1MkTIZXBFZekysb22TsigrtHMVAGdLqPAs82N9f0f5Zjj93IX6pf5LFUgPv7FvD5khfwK1kCapYbtl7G36beTrHq4wv5KxmybX7Sv5ASPYouLOK2h+vzdo4rYCfsDB2W9Zbclo50GNLie12ns+SJuUx8No1o70F4vZQ8FWfo2CrOf+CrWEELLOHodiqAUMhOKaf2mq1s806m5M04zV1h8upSDMyEbH4NFQ80AZCZXIZRqhPeEifwj+0Il4vgxhKssBcZ8DkBsm/QCYAHQ85Aumx+8tT5TFoRxTbNYYkAG6HppEu8+IwyGL5JyLZOpnzHwGwee0pvH1gWRpEPVziEnUohcCYJlSanyaUmc4hUBmnLET0aa++avqqiBPzg9e7m4xuGM21aVY7a248VjSE0HcXvxZxaQ983Mwy1etBWlvFvwbOJxX0Eso5V2V9m/5WM1NiZK2air41BK8XnNn6C0E6ITpbcUn8f6rtE732vIWU7pZGxNHVqdZtUXY54n07Rshg980MYOzT6Flkc49/GynQNJ/o387PpFv7uUoQsJbSiA6urh+Yl82mpS3Hf4AnkKnIYdWWIvYK70HSkABkwUT0WImc7q8Y8P4rPB6qKNTjo6A1VlGEH/Ui3Cuu3oxYVghDYA4MoJUXY3b0jMtQyHCBX7EdNeoiflOL8SevY+t0DfxZHRHB3CRO7KonXY+B6JI9JZzQyPdBJQmYpUMGtWOwwiilSY/xP6TISxa8QUhwVwnzVR0YmOC6whTwlzUPR+WyMlfLJ8CbC4/A8DSge6sTBywfvFUTt9EipycZmhr+D5+qnkFntwuVyOTZhQiG8yk14FXSeXoqekmgZiTqYxOztxdURpisZIrooQ8lrNsGNLr4vL0CTEGo2yUwpQ8la6PEc0cVupBJEq5mDlrbxNQ7BsvVYh6h6aA0OMvU7O5z/D5dUtOJCUnOq0ZImgXWdmK27xUXtZBK7MbnffSHEiDmx8PtA08CW2IODmF3daINDWHuZK1hDUYePnMo6ZZ7BwZEbyd6Qpok1FIWh6O5Dahrps+fhGsyhNraAlCh+L12XT6P+iq38ufphlk4p54c/v4KXCydxxyk388S02VwXeZ2MFDwwsIA6Tw9hxYMuVL5U/zzfWXAx/3nKw8x3fxDYD4a1uQz/0fRhvlX9GA16esQTYH/osyw8zS4yhdCzKIRdkaFvhpdQ6SAeYdCTC1EeyvLrM//KH2acxNYltfg68qGljbLXc1xy1DUMbI8w7aetoGuYo7wCtIk1yMEoti7Qe3T8bS6UXJTk3Co8vRmndj48S6GWlmBFQqg9g8hwAKrKSddEQBFoyUIMXcGcUoSwHPXTVHUINWvTdmqQgL+fbxS/zC/H+EyOiODeawSYVRClvT+MzBMszG9ic7KUz8UquarkNep9PTzcO4ej8xqZ4lq7D21yoxFmR66ET4ZamVDwBj+Ri2kzITzO38S/yjSfJW0aDYWZLptlWcksl+T6/GauPfEPPHpUEd+77Qpqfpt1pi4bW5CmSVnfIDKbRfi8WFHnorO27iD4iWKmFLiQO5qp6gyDx4106TAwhDm5ilxYJ1rkxdMnUXOQCyhIVSDiqUOWsx05/75+Z0ozEHAGjFQV11AWrSeGPTA0/lq3lCMmCarXO6yNLR3N7VzugBx3JeBHGCZW/1triLv7suiNXSOKgNKyyRQILi1eRqUWoFvvI3FSkjsW3spij8JizzogwKZcim8ULSWseNlhpBmyXUxxdfKfpzzMlaFWPmDDHBwpW2dzeynJSjfFB1FLLFNd/Onq3xC3vfym7RQuijTywl8WE+/IY2VDLWEtzQWrr6XIn6TtuWoC3RKtawhTSlzPrya5aCFFx/QgkymsaAytvNQxxk5nsLt7EV4PiXKFgjnd9HiKgDDePhvfsi7snIEayceOJbC6e1F1zQnsbV1Y02qwhwXl1B2dkBfEpWvkip14Z7sFPQvc5MI2Id08oMHILgj5Fn+IhxOhQIVcXHwZsXlltJ8KmIITF23gM8UvcpRb0GSmyEiVel07YC19dN18l/zAkUxTPNywpE2nlSKiuPApLm7sm0JjqpBbql8Zec1Zm8/F/K8S3Nu6Rox+xwOhaU7gy8/DKMtDb+nDjsZGJk+d0onmBM23ywff1cAcZrSMy5z6EPevlRRj9fXvoReilRSRmlWJb1sf5s4mhO5CqMqBqZwHgZqfT3beRAamuPncF//OdeEOBq0UDydruDp0YHrljX1TqHb1cVVo/EJT70f0WEn+nmjgurBzHWelQco28Cn6uBRdG40EBoLX0rXc+I+PMPn3nSSmFxP+txY2tJZR9IQbqQoUU+IetPA8u2bkWkxdtIjuhQp1/7UGhEBOrUWJZxCGCTmD5MxypCpo/aiJN5Cl4HY/vvY0al8Ms6llmC2TcX4riurIYNgS4XEjSoswSkJoK7eOTFAr+fmYDeVE63wMnZfESOtoHoPja3Zy66JbV0gpF+zvPR4RmbvImZjFYaSAuikdGJbKyXmbmKxnSUuFEtU5zbG+tF2B3ZAWcdui5ABCQu9F7ArcNhBRNBSUfWqKaZnjY5s+zhdrn+fD/gGuj6yiO2wzmlXx4KSHmH7V5wmtqcE9NIGCv606aPASmmMcLmsqGJocItCWQSYSe47pC3FInf8xISXIfdkHhwtC05HZHEpdDUZRAG3VNifTDwXQUhbYNkowiJIXdnoFbzG4i/wwLWe4KJjZwySXY9l389Bs8rUDlJKG8dn8FYQVD2MNI/VZSQZs/iX7RPvDI0kfeWpqD6vALkvlp6tPZ3X9Fl5tr2V6URc3lD3L0Z7xDXF9aNWnqcobomUoj/JXLLLVEZIlKqfnN7FuWyWR1YPY25ucGrllYY1KMvyPrKD+pTBWKuVMrqYNbJ8b1regVjjUY9dQDlezl3REJ1miIEwvvvQwzXh44E5oGmpZKYk55egJE+3lteB1oSYNZC6HtCzUggjC7UJv7cdd7MblMimPROl6tYKN4ZIx3+ORUY9QBAPTA3Scb5I1NX7Z8DdKtSitlkKzKfEK17gnTQftDLcMLiRhjy2q817CsqzkgtXXcvL9/8aFmy/hU81nssPYd+642Bdne6aUBxKF+IRrnx+/T3Gx+oxfE2+w0FM2SmHBAY+peDwjLkSippLkhAC+npwz5FNShFoQGX6hI3b1juHA9o77QPF40CrKUfxOI0voLtSqclAEts9Nz1E+Wm6YzeZfTKfpkmKMgEbzpZUkTpuGTKWwdjFmxjyIihoK7fG3VlNNdG4Jl575Ck/MvI0qLcZtsULas3lcFNjGplyKrcb+g/yumvv+YEiLRiPBT/oW02v96yQvB8PL8cl0GPmAI++71UhSrlq4VvvZfsNkSv9HZ8tAEZXawRv3fVaSb/fMJD7kY8O2SiK+NKkilXSRTvVV21GQaP069Aw4QX1oaM/ZByFQS4pHrg1p5JA7mkFxynq5CQUkyjWazvOSLbJQ0gpaGnrma5gFXoRrz6RMxuO4hgyEYTv7Dbgxw27UijLUKfUMndaAXRDCKg6TjqhIKWjvD+OKwqLi94C2jNRVYnUgTcHAC2Vcm/s4t8y4ncm6esimGcWqn28Xrt/DD/S9BEva7DDT1GnekdXIZD3LD6Y9zDMVM2hJ5jOQ9bEsU4VbtFKietGHZRbunPgEX+s4jj8uP56Ohc/z1ci+s8lrcl7qpnagfWsIeZBAKTTdYZRsbSQ4EMGOxR1nGE1HLSlCzQtjRWMjmcg7AbW4CBmNjatcouSF2Xb9BIQBoUYofrETcgbWwCBiYgXW8VHunncLQWFy3fbL6cxVwaIo2e4Q/mhsfCUm23Koj+CUfKor2PjNUuZP30G1u5+f9S+iMxNm42AJ/1b3DIWqn5VZnVeTk/hqwXL6LGvEJGarkWR1tpxLAtH9HqrRzPDLntP4adlL7yuHpSvy36BcM2kxJR9afS3V4SE+XvY6mdkpOm0/ubDkr9P/MiLDMBY2Gn6e+P1xeIoErhj0tJTjtyUdJ0turn6EbUYRUpVkZ1ajx0rQOgf2LGEKBfZqcAuvl1zYg8fjJlPgIhsRmCVZhCIpfxLUjE3/TJ2uo7xU9tci1zt+v7sa88rLq5y/pzaQLvGgGBKtMIQSS5O3ogejJIT6X71cUfIqv1lzEpV36nQvgEdfXADcc8D3ekQEd5HOUvezzVBWRKo2TPd8N/W6fMtuSO9kg/RwG0WrQqFI2TPo5qs+zvVlOMv7Ji1mimu2XsHaVBXr05VsjJXyy5qHqNYCKCj0ZAOQUbi3ZR7H+rZxlFuMnF+PlWTAKkFBooRDY9bdRwdPaeQwO7v2/LujC8X1zjf6hK4j8vOwR50PMCLVa8fjKMHgsJlGgsJVksGpClJI4jOLUTM2PilpOTnIxxueISNVdGzCrjTRE3rp6wsy4anGcdukgTMoJdxusifNZPuZGj86+W/8ePOZ/OylCzF9EmFD5cwuTvN1Y0k3fiWLJRVWZf0sTdXxb5Et9Fgpzn7o36iZ0cEl0x7Z73Em6X5+Uf7yAc2c/1Uxx+2m0zT4R2IqybSbhTVNfH/juRxd08Rp8zZyvHfnHi5qY+GvPcdR/OogIpOl67RSpp2xjU2PTyKyWuXWo4/FkCqeXgXTp+LZGXOsGUfDtkZmJnbBGhpCf3kdpmURXOvF8JWQy3NRsE4S2NyHdGsUL88jmwdmvhdlFLtmNGRjK96In75ZXmLVYcqey0JPPy1Xl/B43d/4evOHyXvBS/90gb9d4t4EY8mQHRHBXVo2FDnL/GSxxsk1296W9O87haw0+HzryRyft3XMJtmBkLAz+62f72/6FZzAX665mR1p56m2KYQ8WZp2lPDb4HH8d/FKdKHybxVP0lpcwJZMGZ+87Xqqj2/hzkl/G84YI3xj5UXkYm5cn9WY8EQR4tXVb+WtOxlrxjqkMsnhgN3Xj6gsc/oA2eyIcqPweZEpZ1kuNA21YSJD84pxJSxK3rRovkiSLUhxZf0y7r75dLwn9jLD28q2XCl1eg8nF2xhiZhEwX/qe9zIxgUhyJwyi9rvbubPZU9w5uufp+7GHKJlA5QW0XRpCWeXbaDPsjhp9cdIpl08eszvmaT7Od6zBVUoFKpeamZ08Omql8c81L+a/eN4YQE/XXI2ZUsUHg9P56l5f0QXYlhCZM/AbkiLx1JhzvAO7PHbeiNj8erTM6kszGJ6g8RrYGt/ERMe7MEsDHD/igVccdQbZIpsvO1JZDwxYnw9JqR0XJekRCTT+DsN9JRGcPMgDDjevAG/m2zYh7AlQlX321OyMxn0ziEGP6EjDIXSV3WUcBAjILnoF/+OVCAYdWjbsTrI2/I2h5iEEFXAbUApYAM3Syl/JYT4HvBpoHf4pf8hpXx8eJtvAdfifCc3SCmfOsgxsJvbEJNriU2EpkSEjDSPyAs5Kw0sKfEpLtxC5zMlL9BrBXk1YzPXZR7ycjkrzTE5ubvg1BlVHk+V8NTOqTy88CZ0JJGpKj7hYlkWPvbyNXj8Oe5Z8CcAXIPQ9mw1D5fXcW24iwXuAW5feAtBYXD74NE81bKY4rVBsO23Xlp5B9lWiseDqK4AnAAuhydB7WwWUimkaSLcblLH1NNxvIZRZIAtCK/TyS/u53cz7mKynuWe0+bT25ZHxbQoTbkiPvbU5/G1q5Qsz6KtWXnI56UGg7SernJL2RO8nK4h8qgPZbAPqaoYJSEyDRkuDq2i1QyhPJaPUiGoPd7pIW0wckzUnHmLmxvuIqwIPpAW2BdZCcHtGophEXBlKRwuR+6NHitJRkpyMoLNnvMrXVYYAMutoFgSV0yQy2k0fTSfXJ7Nl459kqO8O/mbdRypaj+BDm3817eUTqLj9eBuGcTldUFPvzPYpmlkC914+22MoI6vtBizdf/Dd3JgkLy15QQ6LGKTQoSf72bKD7ZBXojYnGJsTZA4PcGXZrxIS7aAFX858CmNJ3M3ga9JKVcKIYLACiHEM8PP/UJKuYd0jRBiGnAZMB0oB54VQkwayyRbDjvMq71DGPlhzi7eMI7TeudhSIuUbWAhRwLyQrcOZOix0hiH2J8+FDniumET3wv9ffwqmBxpqHlEirCmMllP4WryUHPHEDfUX49iSSqauhk4qojN6TJa/Nup1gIUqnBvopDH/3IcpSuijqmv/e7TYQ8KRQVFQXb27GuoMVzzFpqGmDKR1o+ZSNsiEMyQSrhJVml8uf415rtBwcPDc//Ep7ddRkZqfDS4mc4T8njxxmPRnl+J4vWiFBdiNrUc9HzUUABsiTFrItUzO/nU1ivgZ8VEXttI4oQptJ+oMmvRdo7Ts5zx0vWUFUXJhQRq1kkSFAS9lp9eCwqUFHPcu2vvKnLcpYb3A/ptN6YH+HQvP5t4P/oBBhT/nmjgVxtP5uL61Zzj6+bNrMGAFeCu3kVEXClsDYSEdKFG6RtZugjy9avu5zTfTiq1AL8cnIinTxCdqOHtLIFDVAWV8STC7dpTckMI/K9tR4SCpOsKkT4Paig00qhV/H6wLOycQXZ+Pe5Bm0S5SjYMiYopaClJ0bIYakZihgWTSnr5VHgn3damsXTDxmWQ3Ql0Dv8/LoTYBFSMscmFwD1SyizQKITYDiwEXj/YsazePkJbJzLt7DY84oioGNFnJVER5Ks+uq00Ko4+uiEtGs3MCCPlUKSKU3bukDP8XXVzFYWnZtw1Us4xpBdL2gQUN/UnNmI+Woj7yeWOeBaQ19jKhuV1XDZnEV1nGxQUxvnBlIeRKiiJLNZbpDAqHg/C6z2oZszhgHC7UarKQVGgqxfF79/vSkMpiCCBsodcxCtVfGdF8boMKie08dlwM+pwpletBbhz0t/wCJWA4uf7RWuYevFcKmPz8a5tRSYPzroQqopdW0n34jBqVtLfqDP5DynkimVYgO/ZtTS0TaR9bT3GRweI5Cfp6M5DmZvmjEmb8AoXb2Thlq4TWJjXSI2rjzluhwE1YDk3/bojb+H6riFluxESYhk3RaqTkRvSQkHs0fM637+V1dXVXJH3Jte3ncXSx2aiJaH0jSTLT/FT83wSYdokynXc7VH8HUW8GZ/I1aEe/p4M8JvVJxPIgJqV2C4VvWEiDEb3FJM7EKTE6u1FLSkGlz4sIW2NCNmpQuBpUmAohgiHYFjsTpomQlXRykpoPNVFaCe4Yo44WOjiDnpeqKB/Tgj/5Z1YORffqHoct9DxiLFnQA4p1RRC1ABzgaXDD31RCLFWCPFnIUT+8GMVQOuozdoY+2YAw6UjtbKcQLvF1396HT/pn7mHj+e7AUva6ELht4PzGLRSVGoBykYZI0zQnAB9KN6vlrTptg59MGf0Z6ELFffwza/bSrPZyJKVBtX+QbZc48U+bs4IPVEaOawt2wn+7Q0arllN0dX9fO75q4ic044deut0ul0ToIcTQt/zhqf4/WgTa7AWTsMoDYNtY86cCA0T9tlW8flov7yexo/kkSpWiE02uXHS37l7xl+4Y+Jj+zS9C1X/yMpJFQpPHPM74jfEwOPG6u3dZ/97Qy0upOs4J7CXPN1G7b02ImuNiIzZmQz26o3k3fkmRTe6GIr5OHXKFqSEjlSY+xIFXPX3z7P11imsjFVzts+5SWalwaOxOVi8s72MIxkpO8ftvceiZuCY8iaaTBeWtHkp46JnlF+uJW3uj0/nh6XPoyNZ+uhMDL+k5M0Uasqg5qF+9OZehGHj6zER0Tj+ToNX2h1x8Ht7jsLtyRGrt/EMSdS0QeeZpfSdNwm1YeK4+ktCd2FMqaDz4nq0kqKRx5VgkMy8WkQihdXXj9neOVLKkXMnM3jRLHrOmEDeVgh0mBS+0IoU0LSjBHtunJ995/d8vOoNvj7pKRa6JZa0+UnvcWOey7jTYyFEAHgA+LKUMiaE+D3wAxzJqR8APwOugf1elfvc8oQQ1wHXAbh8eZBVkW4XtiYoWpXk1qdOpvr8d29SL2FniNsmZVqArxesw70faqVb6FjSZm3OYrJujKvMogplD+ng8aLdSjFg6fTbPv636Tw+Ur6S68IdpKTg0fgspnraeb6xAV+rxvaPS2p803A9tXzPndgWVl8/U//dJDenDrWtg7canqV1+MPP3tOowufDyvejb2rBHoqSPm0u3Qt0Kl4W+zAOhN/P7EvXc2PF47SaPpqMIha5k3jHSYn9bvt55P3Ej9m87aCvVfPz6Tt1ApYHKh7rxGxuxd03gDW7Hq2hFtq7d3OjpY2R5+aEiZtJWzqB5V62bq7jrtMFiilInxXju+WP4xYBXsrA8tRk0pbO5mw5C9yt4+47GdJiQ85kqks5IntVbwcJafD8uqkEVDg7fx3zXSpZaaKiEVHdtJgJVmeLidtemjIFtPoVHoouoGiNiX/JZofO6/Nhp1Io+fmo0STpmSHc1cX4tvbSYwWwpE2Fd4iV66cS7gU16/wyEtWSj535EndOP4HJP0vsqwA5GkKgRPIYqnKTPTmG9VoBajqNyAszdFQZ3QsVKlwT8C+1ET4PVnEeyvY2emb6yUQElU9HyZT66F6okz23glMXrGVOsIXjfdv4n/az2T5UyIMz/4IunPjx7eLX+PkYn9u4grsQQscJ7HdKKR8EkFJ2j3r+j8Cjw3+2AVWjNq8E9uHcSSlvBm4G8BVVSWEIRDSOnoqgbmxi0kAR9yxYyMWBv4+UMAat1AGZJIcTq7NZClVzxGh4148laqf34CWDE6wPRdipx0qSP8agyoHgE4LTln6awBI/6VMSPKrNYrq7jXWZSURNL48NziaX0XF5JIVvaPg2tGDNnQ7rtuyTYVtDUdQXV77lwA44+hjR2MFfCM5F73YsscY7zq+VliADPsTmJqxkEjU/n3SBirdXovck2GetNHxjqNYCVGuw0N2DLjy8kbH4Y8+JfKPsKSIKBzRo+XDhSn7tb8A91tJ7mJlj15STKhFUvBDDamkDRXUCx4rNkBeG4gJIJFELImRnVdN5tIv4zTNRDIgda1JR28dJBVuZenoX3yx8jVZL4554Pt96+SNMr28na2m0Z/KY42kZt5NYt5XmC1uu4o6pt1Gr/2sF97Di4kcn3M/2RSUscnehigDbDZunYzOYrL/GOcs/g7kuTOWLGfTeFF+sW4CWtNBNE1TV4ZPHYojha9Dc2UR+eycAthCkEwWYWHwobwXHf2wLv2s9mZ57q4nWhNFjsC1RjL9hiO5zJ1J42+CBJTGEApEwvh6T6LoQ/XMkA1+dyOTKbn404Q9UqAlWXFjBN5+8jMK6AQp9/cT/bxLuqCQTEcQmBUlUKlx20YvcEFlOvurDkjZPpvNY01XO5Q0rKFJ3XxAHk1cZD1tGALcAm6SUPx/1eNlwPR7gw8D64f8/AtwlhPg5TkO1AXhzzJNIWaCqmN09+J6JYmWziLoqJgba9wiCzaaKxaE7KB0qprs0bBRUoWBJm1ezChO1BEWqm21GHoXq0H4/2JSdQxVizMzJ/RY58T6h8925j/Ej11nkki4+U/Ei6zJV/GbzSSS7/Eya3EFhQZyYx6A/38fAjCrcAwplkdm4Xt2AnTPQSoqQpoXV2+uwTd5OWcUwR3wiDwShu0hcOJehOhVXTCJVQdnT3Qd1gVc8HmQ2h9XT57xOCIwZNcSrFSKbLUecDCeD3lXzl5ksyx+bR+d1j1OmBUauG59i8PyaqTy/ehp/PeNmZrJnghC10wSEm1JtiIEpOuU9M1AaO0aUKXeflMr/5+69w+Oqrv3vzz5lelXvXZZ7rxhjMGDTCb0mQCCEhFRIv7npyc29SUgBUkhCh5CE3rsxNrjh3mVblqzeZzR9TtnvHyMLGwwBktyf77ueh8doNDOac+actdde61uYO4neaV4SZQLLKVF7ho/Aw8tMBqu3D5Ui4hfOoW+mQEsKKl5NovdE6TyzlLrGHnqifm5dfTJfPO4lEtKm3/Lzs+ZTUaMathREUm5iGSevBidQpm6hQHVz63AjL/eP596Gvx/1+i9VPdw14T5CyrFBOv9XhCVtbCRJ26BSH+QC38BY1RpSTMa7u1CFYEF5K3v/PBHHpv1YI3Hc23PXluLxIAL+sfdTQkGs6mKyM6txHxiGnlz7LW+lk882nURITzJkeJkW7uTvC4oJrnfh6ZU03zWe+IlpnKUC4dDfO7nPnUQy34mneZC8UBH9MwWPHP97pjsPJWQf9XqUJefdQlBxsSEDn73mcob7/YQK4oiTslQ403witI6wmjtOVSiM1wf4r6mPscwT/VC7sg9SuS8EPg5sE0JsHn3sW8BlQojp5FourcCnAaSUO4QQfwN2kkPa3Ph+SBmATLEgsnAGgQMp5IYce4vte9n3hQlc9NMgf214mrQ0me50A/8mU9TDImqnj7iBDKniGk3ap3kyHDL5gFwl7hQKQcXNW1kH7UY+kxxdh32hR8ZHETNL2lk6LIOZznYyaR07o/KjvWfSvz1XUZTXDdAZDaK8EcSosLlqyeuc5N9JlxHmW4WXUB6YhvfpTeB00Ht2OUVr8hkZHyL44q6cdO37xBienFH8eHHR6C8EHM2S7rB2iRL007UYzlqwnpcOjCf8iJe2C4sp2hDG9eaeMdTL4QuN0B25aiuTeRsPLBRMr4YeB0fUxOzozCFjPO4xWV47nabquSgnTPwcp4/bwU9L3uDFVB5fXnEdaJLPz3uFvZkS7uuv5+y8TZzijtBrZXkh0cSp3j1cteZzFHXZRJp8BJxViDeHjxigCUWAYVG8vA+RNUBRsHp6c4SpeDyHcR7V4bEri0jlCcpXmHjW7EOaJnZDFdkQHNhRRt52gbEkyZZYJWsidbRG8zBfKUAtlOxqKUMb0PE0RZjmyiF2Xkx5+cPjy6Axgavx6Ds+VSj/v9Ga6Tbj3D60AEOqrOqt41M1qyjRohgyNrZoV2k+ZrnaWZMupMHTR9fOAoxJtej7u3Otk9Hd1OE4dRkdQckWkM7TUMwQDpeO7dIJHsiy/fYpIKDvBIM3l/6KgSYfm9+YgpIFqYJzjxvXoER4PPAesGE1msKdNqF/kMAeJ/0zQpRpJu/MWYdyyyynxSszcljGtLTZa/pY4LTGFrBD8bZ96JGJPW6//y74g6BlVnH0Pvqz7/OaHwM//kfvfSiEgN6FNsFPDrJ/w0yqn82gr9+DumUvfb+byl3fqaFQi1GiRZjsyHyoBBm306MDyA++4r2VyeP56BSmeDrYkqjkJyUr2Z510WWlKVMtClTvGO6831IIKhZBBRY6bXD2szkr6DDjdJhuvrDrUh6dchcZCXmK8qHaShlpcP9IJWf79uMRkmLNhaZbOPZ7GPT6WLxoG8vytnGGp5c7IhN55vaTMLxOrgmvy8kiu4aZdu4tnCm+zPjXvJitBylc70eJp9Fj1nt7iR4WhxI7QOaUGbi6YshdLfAew27FoWNnbLTyMnrOrOKChWu4IPQWBxN5HCiuR5kToXu6Sn5gIr72FOreDrJTanBsOYA1PIwSCmJHogiHDorIXRxzJ9E/XSfvpG4y3UU4w2GEy/kuhq3cuJOaP0yn+btFdBQa5KlxNI/JjdNeo1CLcbGvj1/tXsKW303li4uzhDY4qb+kmQv9zYwv6yViVhHcHUPu2s/haqlC01CrKjCcGuqQ+TZMUlFRVAXV788JPU2qx1YV1EiSws0KWlsf5vAw6qQmkhVeHCOgJRRA4tzoZaWsR9MsMoNuioYkpkdgpFVsXSKBfDVBi+nhSw9fg1me5a9z/3zUuU6flWBlqpRzvMP/J8h//yj6bY2HXlmIq08hkyf5fvu5nDJ1J33BPVzi78YpdAasBBHbzb5MCY8cnE6oxEP7yR7qOhw5DaHiQsyuniN2iHY6jZoxSJQqCFvHcvpxd8ZxNh/EuV4i8kIMTyznyubLKfdGKL6sjQOv1SAV0OOQvz2NPTyM4nKh5Odh9Q0cUcXLjh6wLDILJiBsiaxOMWgJit7jK9GFekQ+KNXgnYJxhrRYnnIxzzVyRN7LSIMV6RC5LvjR45jAGwohcRWmmBDqYZ9egeHXiJ83heC+JM6IxS82n8qN017j1tYlXFqxnhtCnR/4vXcaKl1mmI954xjSIm5njjihlsxpn39p9yWUeGP8veFZTvNk6DEP8uMnLsA1LopS8ga7s6XkqXGmOnKVgI7kzbSfk92ZMSRGSmZpMWGW0wU4yFOyJNIOnk2M4/6D8zippJlvF2z9wDdgm5llW7KCKwO5wdqwlWRORRt9+X6+V/Mkzdlilnl60IVG1HLTe2OaEyp2HgGB6rL8OEuTmOOr0IbySRW5cceSeA6OINxutPKyDyT/q+bn4dnehT30jp6jEEdCxFQVdeI42k/Lp/D0Dm7IX0m97uOe+sdZ/rlCvrr+QtxveciEJAgPfrMMxbARPi8iFkP4PFBdjOnV0Xd2IDSVjvk+MmHJhHAPu8xC0nPqce87yqBdShwHhzjwajXnDt7AsrpdXDN5NU91TwXg0gmPE+/zUvV8C4WvuyGZYmNjA990LKUzGiR/wMDeuif3XoqKUARKOAyjuwpl3Y5cG0ZR0YoKcgtAwIcV9iIsO2fYHTcQI3HY24I5Ws0D6HETy5n7/2gDaCkIrnCTKhL40hBpkmTDJkom9+0lWoL8R+A8NMWGqhQvL7yNPEXhxaSHpR4jx7mQWf4y0sAvHzsHwydZdsGvsLH/zw9Uy1SL447byaZHJyMr0nhcWa4oWM1TkekscrdSq+s8Ea/nYDafA8l8lpbvZuNPKpH9NjKRRAn6ic0ux7/GRFo2wu9FuhxYu/dD/xCWs5CsXxBe24vd0wfBnPCbjMXxtUJ8ZzlrJpQz8bgW8hf0cGLJXh7bPxWxSkM4HETPnsrwBIWK5cWob2wDVUWpqYSBIQ5V186WfnyrKnls8gwmFOx5z2N9r+IzaWdZng7wvd3nEF9fgGPGMH+Yev+Y6qVT6Jzp+Scr9/+NkFJw8biNeJQswWbBSJVG6YWtDNxdTcHqPsxYHr/bfgJfnvIKVwb282Ec3+c6dSzHCBsyJi/EpvDHNxfz9Gm/ZpIjhw/vtJL8oO1ienuDfHXhi2OJ91xvK08ft5cDkRzT7TJ/J71WhkNU51rdR5WWOQJityod5PVYE13+PZzqTrE64+a5OX+gQHFw/sS92MDqjPcI6dL3i3G6l1+UrEMd/eLfzOSxcnsTituksD5F0HWQ/+xZzCfzV+FT0zg0kzJnFO9hn6lOi/LZia/zUMVphNoHcPXojEwrIrBzCDs/QDbfg97bl+ufv8cwUS0sxK4oQm7eecRzFI8HpaQIu6cvt/1VVIYumEr/XJvGe2P0mBX85LLT+H3lClxCo04fYF5NK29m65GGQuPdBuliN/qISbamEKupmKGJTkJ7DfSYQfSketSsjekBy2Oz9ZfTCK/ai/D7kO9hqGG2HqT2HotsTSFrK2cz56YN3DXuQdJSoAovxZXD7PxeNfnrVVJFgsqXTA481oSz3IE+FEE01pIpD6KPZFAHRiCdwRwcOcKVSXE5MWpLSJW6MNwCWxfkb47i3tsHQmANR0aNQQzEpAbiNT7UtMTdKxESMiHABtewJNIkkZoksE/FNaCRLpDYOugxQefz1Sy6aCP3LXqEsOqj24zTZYZ5Phnla9vPJ9bvY9wf09Ru2kD6lGn8dWkNMdvFl8KtH+wCO0bDrzjYMVBCvMHA702TTDq58U83kCq1+Oy5rwNwomcfO7QRHr97MZsXD/O5phX88d5zsQaH0GqqECZkJpSTztfJXD1MvieBdkUhVv8A5a8lGJzqwcr3IwIe2pfmoaWh7Kl28ren0IeSqJk8muP1SBWWXv0o/ZU+ttRNwxWaRP8MgVQlLZ+C8W1l2IPD2AE3VmEV+vYDOHviSJ+HTD5MdB+9EH0kHmBlbBxPrJ/Jz5c8NOrp/Hb8qH82z951PKWvDREoyDA0GOZXhafyQM3LH1jL6thI7qZCf9ZPSEuSLhCkiy0i+8soMSQik6X6ceiZ76NkZvRDsToPhSoUGnSLstAGPIsyJKRGn5XgzXQxEOAb1c8yszF9xHuHVQ9/rHmSZ5OVY47zVZr+rvc9PE5wxZjpXM22bABVKExzjOASGh7FMcZoDSsW76fV/c4wsViflpRpKeY4E1w7byVn+bewI1vE6Z4YNa5BnhiZwVfzN3PqlJ2MSCdDtk149E/U6j5O8e7intAZyJEYRmMxXScIvJ1uWLsNh9uNCIch6MNubT/qkFWW5qN09b/LOk84nZA1sNO51o0a8NE/18ZZnCQ6zovphVJXdGy3NNWhc0reTjbunwgSeubplKxJoA3ketbDJxSjnDIIZ2XY11YIlo2aUKie1kHvSxWEn9+VMxceGDz6yRpF5Zgdnag9ffiUSTz9xiyapxTh0zN8reI5rq5ZzYVTmnnz5EK+/MwnyBxU6JnnhHEJIuPyCO+xkQJEsU44mkQYZq7VlD5se59Kobf2Mji1FtMj0Eck6RIvSr4bJGhFQZRIEmUkjuHRMdw54bLQ3hSpYid5O3OtmaxXULhRAoJMEAwv+A+AmoVUAaSKJYat0m9L+u0Efxg4gSf2TMX/hodwm4kxW0Pr70MGfHi3dvLfW5bylWkvH2G1+H8lMtIgZmcpUL0sT/nIriygYECSLAnjnBWlbGWSfZc7iNgOPtc5j5Z4Psflt1C0McW+cX7ucc2ncFUvFmD39uMJehHtPXTdMJ6/T76Hi/58MzWJ7TnC0NrtFG1xohQVMHRcGc5hiZ6UyGQaLZ6zX8wEBcUndtK2s5RrHr+B4nXQe4qJvyDBjII+tqwYx6VT1rFy3AJsrRipCrzrWnNINE2j7VNNfOOKv3GmJwqoDFtJEtIeU678xlvn43vDA5NNBi0ffVYOm1KkeonaKdYPVSNssF06B09zoMdg7a46msvTjNNdY2CP94tjIrk7h2yavzaRdL5O9e4hRP8Q6SmVWG6bxMQStJSFUW/yxOAM6vSXmOr48Ak+qLjpMFPUOHLb+TuGZ3FZ8C2CyiHxoXe/Z1j1cIV/kA/K9fIoDpxSY54zAbiOimp4Z0smIw32GSaTHO++GTPS4Pt9s3ipczyfqF3L8sFxDKR8LO8bR9dwkPFzf8/pvu3cObQQVQimOx08nvDxxPBMflqyfuxv+RWbyDgotCwyIZ2K5TbqgR4swJrWSPtSL3X3dh41sQtNgwOdWPF368fbySSKqrzdfy/Mp7h+AI9uEFN9GFPjLPDt5fRtn+CxyXdjAL/cfRmnf2wNzzwzD1MKDi7z4u71YuvgP72Hrp4wZ0zfycFdJQT2KbgHbMzXSqje2IoZieQs+FKpXGVsWUcwVYXDgRIOwXAE4fXQfpwbNSUZvruKRMzm2oYvkiy3Off8n3O6J8YXHTa9S2yunbOKP69dBGUGPeWS8Fs6tkMgZhahGpLAahu7tx81L4SsKM5JVFd4GJplEt6kUfxMC3YiiRIMYBWGSFV4cRs2Sv8Q2s5WfHod2nDOoNxxwEVmXAlqwsB2526/RKkTz9k9pN8swdtjISzJSI2OHhOsfmwaF86votgfJ2no5L3opvD5/cTnVOPpklh5PqyqPBz7eqm+TeGn15/G/BN+y9T/Y8KRlpS4hErSzvLXgUUUr0sTL3cQaJVElSBqKkrjA3BJ4ovUPpGia5GHOZe2YXg0hMekq6UAfyABQkFaFnLzTtSmBlzzBlmfrqb8tRRWfPRasa3ctZvJ4ojZWLpKvFwhHPRhBp1kQj4SFTDUXkjhRoEratE/XeOGeSu4JrSZn/QtZn3YYql/Gy/f1EQy46Dwv51Yff05QIFlYwQkZ3sPoh/GszBkDp21PetEKDaBgybpAo2DmXy+Hq1n9cEaPj/5NfLVOAqSL37uYVZEmvhVyQuoQvKL3lM4b92nyURdlFcOMpxwA99/z3N6TCR3kUijrtiC17bA68VKJHDGEyhFBcjICOSHKHq2GO2LNi7x0R16LATbUxW0KEXELBcFH2Cg+M7IyJybynv1NVWh4BNHLhSGtNiQAUXYo1o0b8fylI/v/PCT+D/eySuHSb0OWAlWpYtpjhcxsjmfX7adhrNXxT17kPNrtvDntuO5bveVzCloo8QZxZISC5tB04ciJFuzFpVamrSUuISA8hSiopTAmjas/gFERRnK1PH0T/Zw3Olb2TgwldIHIkegZw7hgrHt92zZyGTq7d8pCj2teZTVDmD4BWKflz2Ty2gIDWABxaqTkyr3cl3+Ks69ciNXrbgWIWD2qfvZ1lfK52qX88PEGewcKYGggelx4hq20GMGiWnleII+jHwvSEm8xEnWq1D4WgdmW44QLTOZtxUdswY1f+mg9bIKUoWQv3YQ314NZTDC0q6vkZiUxteqIedHiZpuREbh1LlbeXHHRCyXwHJC96kmDn8WW61GqjUohiRWqRKvsTnz+A38LG8N13R8HqO+lFSxk5EqdbQKtLE9ek4SOWugrR/tuVaUIgeHcbQPw2AEVREMLx1H4xd28qPyZ7lKvYKhaDkIMD0S2yGxfRY3Nb7JHHcLWVSuXXo18cp60gU2zkHBvsv9+PcrFGUK0CJpZtf1U6b+e1ys/p3hURx0m3E+c+ACPla8iVu+VEFsWFD6vE5mfAqeAfHmFhqSE1H7hvHWV/PoA4up2tXBhO8JbL8b0dmXq2ZHIbrS7UB9PMh9rWejr9t+pBKjomLUFtM7W8N2SvwHJNGZxfhb4iQbXZgeSf6bOrYOnScoTJm1nxnuVnxCJ2trfOr4Fcx1Sp6YdB9LNlyH4ddxT2hEJFLIdAZXv2CP4WS+mruXP9t2Duu316OkFbDBWxclHfIibPjL8oV42xXMUklyooMbgoNcMP4JdKGOqs3mFohrClax8qkZNLyWQu8BMfn9yZDHRHKXUuZuBN0zBo+zEwkUOw9KC7GdOokShTxHgo3pCn47UM8T62by6hm3fGC2Z0YavJoYzz3b50OHm/845xFcQmNLFuZ+CHRlWprYUuJUP/jQathO873Wi5FS8FjTo0TtLHmqk7uiNUx3HSRWIxjuy2N/Y5x6PceWG7JhtrOHpsonuXLa1RiWSnYgTEPeAC/3jGdcTQ/7ugppb8/nrpPuRBU5jY1rgz1sduUcWvothU/vvoKu3hBqtxP62jCHh3O48bIwnYu9TDijmdVPTcWblDmXpUOhqKilORuvw9EhasCHTGewswYykzmCemy3HGTCLywy1XnoToOCbSZrTqzllqon2JgpwkbhV6VvAR6q7SynTNxNoSPG1mg5laEII7ab4ypaafD00Titn0cc02mt01FSLhzDCtYJ+Sw+aSu9aT/tK2oJ75LYIR8czZDGtjBbD1KxPETXCT6GZxUQ3BPD7O6h/JaBnF5NwM/IvmpeLZxP6Xm9zPAd5KX4VIrXJcgGHYT3qnQsdfHFHz+ELRX+2L6Iy8o2UaJF+Zg3gonNH67+LQ+dPZ9XXpiBXZck3udCGArlKxxopjmGw1cL8hGmBX4fRnEQ3bLBtuk51eTR8mdRhaDSN0zbrHzCq5x4egWJOSm+OeNFLve3oAuVNjONbQtSlQaucJplx+8ia2tsXjcdZccBRFUZS/J284PeEznOv49zvL3/Z0w9MtLgh72nsKeviJnVBwm505T9WEMdGEBPFqPs359rC27bg+10krd9BOXpbuxUOgel7erBzmRyfr9+P9bwMHLXfvK3WzmpjHf8PaGqmC6NbE0amdQItNoIS2K5dQo2jBBodeFYuR3F56VgUym7EnXsOX83m1IOntsymW8ufHYMMv3CzD9y/y+m8UTHNLr2lFP2usQRlXxy41V8ZsJKHu+exsGN5TQ+kcLWc1rxieIQzphFdlBDTSkkZqS4ccYKrgnmjIaOVnbmqWnUFHQd7yZ/l46/OfK+5/SYSO7C6UQpyMfs7BrDCgtVReoasaYwvXMULjtzBTM8bezNFPPE+pkUvamydkkltfr7C1dlpIGGyvaspFIf4oeznsA1x2C2swdDakxzfLjq/aP0MotUL1eXv8kSTwerMwFWxadzc/5GDKkx2WHw7Cf/hzYzQN4oAeVwzHLUTnHH5PuZ7BD8aVwdv9p8MlV/UiFpUC9sTK/CfZOPY0HlcjZnMvy8exkA15e8RtrS6WwtYPzNO7ATibdZnVKibNhN1TYHWwOTMeqz1Ny+FysWG/N1lB4X5p59bx/EqK6GnUrnjHuPUslLI4u1vxW9tR1nfh74vex5pIm7r5mNT01TokVZtussUqbO5ZXrWNHSgBFzUFPbR2tbIbu7inE4TFbsncoPzn+IGxau4tQ3Poe7KMFpJ+xidV8tF+Wv46vbL0Qxcn1qkTbQystyhteHwTYPhbq7DXXuJKQCSlsPlqKO6eLYiQSeR3vwFxZibi/nwcIzGb+9D9k7gDarkd65OtMm7Oc87xC6ULl04pMMW0l0oaAKFyoKJ7ggGd7E1PPbmeJq5wcHzkFXLbr21+AtyEM1TCgpJD4xn/5pGuWvp9FWbYeCPHDoODt07hiey7cLtvPriudpK1H5n/rTOwxk0gAAnCNJREFUKHLFuDS8dhQd4WJHNsWF62/AuctNusjG7vOx+e4ZeJoHCbRuRMkPs+/yPGa6WynTh1nsHsTzf6jvvitr88qLMxCmYPe0YroGgzRs3YXdVEvnYoWm9W4YGUGaZs53tNSLtxXkxDrE/s6x717acqy9eLTrAcjNZsbV0j/dSX1FOwdXV5AqUEjnKbiGbTx9KskiDacQWINDyHGVVL2c5lfe05GaZOHsPfxi6ykMT/Tylbw9tFtOjvPs5cbJu7g+sJQDb4yn6On9sCbME0Un49zeTqOyHxlPoDkcOH1ebL2MrE/BPWTT2whfmvkqnw0dGHOQ25VN0qA7x1qrhrR4KTEex4gkXg2xCo1odf7b1NGjxDGR3LEspN8D86bQebyPZJmNKEnjdmf51dQ/Uagmxiz3DE+UJ2qmkdhWQpcRxpKDOU30wyqUXdkk/baHKXqSHgvaTQ8h1cKvpIjZbnRhYkh4NF7BdFcHE3Tl344PvtQ/DHg52W2xwLmZDsvi+tA+nMLF7cONNDh7CR+mdnfo8wQVN7OcOchm3HKh7fbQepaNY8SJp0uSvyPFipVTuOY4nQsKN7DlsYlUPjvI1Td8muNn7yK0VUMpKoBeeSShI5NBZrM0/HwPlBRixxM5vLaUmOV52JqC0vw2zFErLkIaxruZm++MUZU7q7cPNRWg/EUHz/SciK3lFodAaxpZ6OB/Tj4LAHePSrsvTENtL/vaikn3u6h/Ns1tM05iyaT72HDC77ClxKPoPOZt5eZtF5FsDVC5waD9MhPFKKTo9d4jdx2Hf5ysQfGaGEbIifD70Nzud2lpW/39iP5+3OQMCBSvl+FxTj598bNcF9yNLo4ctI+9TtrEZYbTPICnE0vCnPw2/v7U8WSnWyhmIYVrNPrnhRmcbXHbqXfyg5ZryA8FSU8sZ2CqE1uXnBfciCpcBBQXtXqGe2peHv3+VSxp8+vhBm5dt4TC4ihfuepJ1sbq2fqlaahrdiAdOqnTphO/PsLK6T/PqZM6kxxOtDvWw5I2X225kNpHR1B7I3wzcBn1f08hVJXuE/OYvWA3vdPqcCWS2LEYZnsHnqFhpJSI7fuwDpe0sK13SUIfHlppCdLrZmBOHrEGk0+VbOV2qxLniIWtCYQN2JL8V1pzavCKijaSRuoqVS9q9MzTOSm8m99XPY8uVG4ZHs+9dy8jOS3F8sW3snp/LVVRE3twCBGLo+7KYNk5QTmhaZAfQjodePeP4OsdJHpiHUhBtaN/DKCRtLOsSDbi9+0hT3GMkvEuxbPfQSBmU/1smv5pHmJz/w9AIY0alaFfSILOIR6ov4M6LdfTfhuz6+KVlMoUxwhFqpd5ha08OjWf033b6bNySnCfCO4eq6obdCd1GFhSY4LDAURxCZsm3cQnDsEXfVRovUfcuP9b0WEZnL/hemryhri7/mG+lLcTDRXITcBXZ1RqtHiOiDQaqlC4KW83i6/eTZOeq0jO2nEl9t4QTb9pZ/f+8ZR/7WVuveH3XFt+PePuTXDw+SYSiyQHLywnEy6j4YEhrB1vY2616kpSDYW49w+M6W8gBOqedjSXE/Ow6tzs7fvQxhx2Mgn7WsmLJ5HREaxxVcTqvCSKFdS4pHFuG20dNejNHn44/89QCx9/+HNowykCN+uc+/NPcFX1Gqa7DrI7W8oP1pyNN5jC16bgaRvGtyGf4lc6wHpv1ICdTKLsakWdVo8cjmB9AD0cO5Gg5Jk2bm84nT/ULuLXMx5iqcc44jmHhLouXP0Zbpv7F05yx1FQOCuwmdOv2EK1luT38xew6uJ6/tT4K2p1mzZTkM4TJGfX0H11hqsmrOKVviZKVIuknSUuDW5qP5PPlLxKwtYp10YwpMKta5agui2icTfffeAKvJ2SsJImfu4MOpfaLJqym88WL/9QstPHSuzIpng6NpWWLeU07d+FGYky/tcq0uMis2AC1kkRTgzv4e7CcXh83rfZwG5XjskcHXmXlIZwOlGcziONrcnJWiSmV6JmbUJ7U5guN7/rPBOjwCYTVBAS+uZC6UoNt5SIilJkcRA7bTDS4CfQHMPdF+Cnm05j0cLbqdZUfrv2JIq7cxyHfsuBndRwrdyBUlpCYmoprhe3gCJIL50BAlwvb0Xx+5C1ZQwvqydRqmC7TI5z9XPIpMWjONibKuaMP59LskRSssZm/HPbENXlxJvCKFmLQLtJuvD9c9cxkdylFAzHPHxv3FPvQMK8XU3PdOSox5a0qXEN4urW+XnPUhaFmlkbrWWJdzfB0eL9UNVziFc7wXF0Vui/o1rvMOMkpTgqFbzZSDBkuRixQ9i2oHlNDXP2fIm7TvkzJ7pzCUoVCl6RpcdyUnXYt3MI3jbfBYcGLH+deC8nfepz1PyuEH+nxSfv+jw/u+pOTl+4iRfTM/F0CrwThsiuzaNkrUW8IYg/Wo7V24/QNazOHpw9fZjZ0cSlqIhZE2HvQWQieYT0wEdxXBJuNzKdyal91law7zIvzso45b/S0B/qIjWjmtTpNp5uhS/supRvjXuOBYt2sHtSMfnfVHHemof1c4WgkuEPBxahdTlI9TsoPWghhqJUPJFGRqLvL6EgBIrPi6N9ECuV/sDHYXZ20fiTBObEGj5z0bX85uy7Oc45xP0jE4hZLh7YO5svTlyOtARfveNaklNSTKjs4bd1fx9dlH18t3Azw/lrKFK9bM5k2J0t4Zrrn+UPfzuDgDdK0nbQO+Jn/qM3I10WIq3iiCjctH8CiimJNCikq7M4enQMv4a3VaFseYTmrzhRTBd1n9rDnRVP8UBkLkElM3Zd/F+KlxITuOOlkxn/yw7M0e9RRmMI08LZ3Y/3kSZWfbYRWxM5WYHR70/GEwivBztrvEunSGYyWNl3678Ih4NUgYblgnS+QJjg7ZY4Ygq+zjRKxmJwiod0WBAYlePtWuTBVnMM1aw/gHtQor7s5vwtX6X41A6CWxwgbIyAzc+6TiO4Q0dms9hDwziG81GLCjA7u/Csb82R4fw+jAlVJEudDE4WKKbE26bxhYNncUPp8rGirjcToPLRTqz2HE5eeDzQN4jH48DyOUgUq1jj39897ZhI7rapcGrdHgrVGIziwZN2lluGpjLXs5+T3RnWZsLc+PQ1aHFBtsQg3CPp+nQl3//0RC6cvx6PsNiQyaIL+yNBJf9V8cfheTzbPokfjn+CJn3wiIHvON3LLpkkLXWen/t7bq1bxCt3zGfjwhpOdLeMPW+yQ6C8A37ZYYJLN45A6VRoPs6fsJnVeXPxvrCVmnUBvuy5hhvOfoFfXngX39x+Hpm0A3NiCtcKiTYQxyoOMXxSFd5eA/3Ft5CHFaSKy0mi3I13Z64fjfIBFz8h0CrKsYeG3279SDlWZcmObhS/j4a/qlhuB+lCnURFHUgI7xAohiT0Iw/fnfcJ4rNSnD1xG82ZGtyvbuP3d50N1+QKAKPAxLtfJ7A5d5MbZWGyE4vwvNEMtsQaNT84PBSnk5H51fgOxFBNC6u3D6WpHmvXviOSgpqfhzm+CqkI1NXbxpzpxZrtNGbGc/PIJxES8rflXiMaVLobQtgJHWFB3nIXbfm1XLPscgrdcUxb4SdVT4wt8r/rP5HhrIdzCzejZCGyPZ+HRmbh2OkhOASefkloTQf20DCZhRNoPUfFVTKCZ0OAmntbwekgWx5m9+c8lD+m0n1emheqniasevl+4Q7+ryX2DjPOdfsuoeexaioOHAbBFSI3hB4eRm2sI1qncHr+NjafU07hiipIpbEqCkmUezA8CsGHNx7Vj/Roi7idTOLtNXAdGKLvhGL8nSZK1kaPplFauhA+Lw0PmiSrvOD3Ygc9GH5JwaxeLFuhtzdIeJ2D7Kkj+B/2M/hEBd5em9DaTlyDJUT/UESpMkT8nFl4D8SRupJTNnW+7RGghoIcXOYiW2KgRjUcgwrOIcnWJydwvXc8ZkOKW+b8jXWvT6BB6x0rkCJnTKRvDqhJgZoVKAbo295/pybkR6jI/tXhrKyUL690MN8Ju40Mv+lbwuquGvLu8BGr0JAqGEujZHYHqX8ogu3USBe58e4dIlkXpmuRxsOX/5IJuk7cztBmqgQV4yPppv8z0W3GGbJVtmXK6DcDLPI0H1VA7FBPPWqn2GNoNOnmRyad/GhgPM/9cDGhdV3IZJr2axrRkhAdb+E7oBI8YBFY15Ej9hQX5cST8vOQydRRXZSEpoFQEKqS0+IoLgLTxBqO5obcR1HEE04namkxciiCrC3H9DvRdx3MvUbXch65mQxqfQ3S62LfZSFCe8DwC9wDNo6YjR430YfTxOr9dC8UjL+lHbOjE62inNiscjwHEyhd/bltuMuJrCmnb24Q96CNryWO2h/JySgc5XpWvN6cvIHbhd0/SHLJJHwbO7B6+3IyrUquuk/Or0dY4Hhx47uqwUOwUCEEKApKfh79SypxRSz8b3XkhM6cTjKNJUQanMQrBf5ZA+S5k3TH/CRiLmTEQVljP117ivB0KxRuypIJa2hpG//WPmQsAabJgS9OIFNo4WtRyQageL1JtFYjOsVASajYQZNfLnqIPDVOoxYfM5A5ViMjDV5IBpnj7Bv7rPeOFPDbH11I3tO7wM754MpMBjUUxI4nkKaJMnU8uz8bYOUZt7Do+S+Tv04jWSw48WMbebF5Ag0/zyI3fThLzjHARnkJdtCDkszCwHCutePzMDC/kFSRINBmE9gTJVXuI1GiMThNUrHcJhNQiVUKijYbOIay6Ad63tZ4V1TEtPEYeS6yAQ1fywjKSBI5OIw1MpJTqawsA6DvhEKGJksIGhQsd2D4BI6YxPCCr9vC+8ouhMsFmQx2JkPy9Gl0XmhQlD/CRZWbqHAMMsXRzeTqrg1SytlHO9ZjonJ3xCQ/bjuLgCPNlhfGU7jVpPTxdWg1VXjWp7D6+1HenIDo2IM1HEXxevBsNZCqSmxxIVecuYI67W0hnoBi02kZ/6tMvWErybe6Tudzxa9wqX8YQw6gcHS45OHD0hwM86NrgVwc3MCDTUtIFlVS8kYEqYCtAjaoafC/vAtjSh3ZaWV41rZgZzLYXd25pPaOMJfMQsla6LvbsYYioKikZlTndFyGhlF8AYQzPKa6Bzm1RLUo5zgjAn4yBR4U0yY5rx7nQBqRNrD8LrTmTuygB7VnmOrn3ZhelWxKJbh7BJHMMDyrkNBbe/Hb5ajZAFZvrtIxOzrxJZJQEIZD7aPCfPZfHGTy8ftoHiiiJ60TerWKvJ0FKOt35UhVQhlbiOxEAq0gj3R9IS7TwrvmALIoDyWRgLJibI8DmTZpv9TENhUm7qnAPHAkvnIMjTH6s51MkvdADlN/SG8G20IfjlC4QaWgoYqhlnzMDj+lCYPByS6Gpts54okqkQJcnXE8WyOMLKjGKA1BaYhUsZPg3D7E/QWYTomvQ9JxsoIMZ7h42gbOC25g0PayKVkzaiJzbCf2xxM+vr/zLGJ7Q9x5/u9HxbHgQl8Xv75kCLmtDHtbc862cNEMtAN9qC4XdkGY1o/lceHc1dx08FzCJSNkwvmkyyyuyH+Tt0KVmEH/h+B650JaFkpZMSKVQRmK5No7bjeRE2oxPAo1n2rmuxVPsz5dzQ9ePg9HURL3a37G/7AZOxbHPaMJR8xN+6UmM2o66ft5Hd6X47nrQyioPYNEx9cweG6SkTVhyl4TyI4c+1TJz8N26cid+yl0ajhiIbqXCvSUJNiaJlXoILwzgRJNYqdS2LEYiteL4nahpiWlBVH+PvHewxbz99+tHRPJXYyk4AYPUT1Abf8+7KEIkhy++pD1mr1l19jzD5eKzQYF14bX4VPevshNLBK2wr2RGVwf3vAvGzRZ0n4XMudQhFUPXyl5kaBiAY7/NXU+SwrSjWm8+XEGE/lkwhKr3OaM+Zu5/pwVfKzpi3grY8T7dCbsDcHAYO6C8fvGKg7F4wFVxTGQwPIdIi7lKlfXyp3YponQdGR1Kd3Hhyh7xkWyKefE7mkdIV3kxfnWXkReiP5pTtJzElimiX+dn7w9WQyvir/XhzAs7PwAzr09aGX5GF4voq0ba3iYQPN+bEBNZXF3J5Hm2/2iQ9t0oTtyGjhhL1pCcPC+Bnwpid8Gww3tp3ipHazCCrqx3RrKik1j72G2d+FMJJHkiFdWqBxVL0e0dec4FkE/vg15OR2bfD8c+Mfn/ghG7+j5stOZnHH2ngMUHHRh15ahjKQofHAfRa8Vw2Ak9zrbzknSSon3qSHUgjySUyvom6VwenErTy4N8sMFj/OdZy5ixux9/KzqcQwEF226jnhrkEfO/TVO8e+Xv/5nIm6n+fLK6wi95YCFKb7ZfD4/bnycRa7cPfTy9LuZe8XNNP5XALu+nNYzXdQ8V0TPHDeJyRkm17ZQoMd59pkFhJstbN2m6Zz9zHCYfLpuJbdNOp/SzjroHxyr9j9I2K0dKHkh7EgUaZpoBfmE1nWx6ytlrKx9HqdwM8nRx5Qzb2V3tpSfrr8Emcmi+LzIzc0EeooYGl/BTncJYacCDVUoaQNUheEpeRgegdXloXBLGjPoxFGQhz0Sw+ruQXZ0opWXkaj0M1KtENjqIFIPgeYMTlVBSWYR8ZxjFIqg9boGsiHJSSds5fcVK1E/xGJ+TCR3PC6aP1UAQM0zHhybMliRXNX1nsL4gBjfwIzzt1OsHlmdr83oXP3M5wjXDPPV/G3/so8Zlxneyvg40WUcVbznaBIC/+5ISg3/ZhexsJNP3PQqB1IF3FC0fNQdysW6827hjuGZPCRmwqjYlp1I5HrqQqD4fGDbCIeOvasFYRpHaMjYiUQOPubzIAai6PEgO79RhJJSsd0WgV155O/MYjdWMjQlQGJmCjvuQB1RiU4xsJYk0V8IoifyGZzgwBmRFKy3UQdGcIadWE2VsOZtl3hrb8u7jvGQGXfspHG4BrOoI1lqHhsgVRVkYLKOlgLzlAjfnfgctx53ErWBdtaunEDDRv/bsDjbypkUj8rzarsPIsuLsGMxpC1RYnFKV7lRYmms5v0f/AsYPYd2PI7QdITLicgLw3AU4XBgeXXU/ii2YSJiCexk8kj8tRCoRQXIRILhJgc/u/hupjv7cE4z+e87LsHhh3G+Pm5uO49N+6tQhnWCewVPjMxgUsG2Y1ri10Iypb6D7lW1fHbaCu7ZN4/f95zItKqnCaseIraNsCE7rZZ0vk75SpNkkQP3gEQG0lxSsp6f3XYJNY+1Yef5SZX72dFTSm9Vll/sOAVjYZJdU/Op/XsYV3sUa++B9zWBAUahugYyFs/pzDidWMUhLJ+DkjcEV0w/nbtrn8anuJjqULli/RlUr8hdQ+kZtahpi1SxE8UCc2sANWsid+5HShslFMQZDZIo1UFI2pfkTL1dU+vQE5K87XHU4QR7vhfk09Ne5Vz/Vn7QeSaRrJvOkVpKX+4j0ZhH1+UeZKebgi2SdJHN/Nl7+G7pC8SlStSyKFXdJGUW9R8YXR4TyT1TBJPnHKD1kXq0uAHlJTka7/skdgBleIR17dXYVTaHI2taswXMn9nMf5Q/i1P86xJuUHFzstviQ/qK/1sjYrsZacpVLMd59/LV/J3o4u2dRYHq5ev5uyjQYzxWsRgOx6lLmUOzGFlIJFC8Xuy5E9H2deX60aORmlRO5AtxxuVH+Hzxndy85UIK7/QQrdbx9lq4WgYxSkOM1IFnsxsU0BYOYdoK8T4vYSBZpOHpt8lb3Y3dN4AIBXG1RbD3tyLJ7R7sdAbe4euilRQjwwGGp+eTLFYwXU6UYieBZ7Yha4JMOm83a7c1kPdckAfz5nHvhHup0Tw8kLedH2gX0vBQArUvgtXTl0NRjIyMMhijo60mH8KywLaJ1fkI7Hlvdcz3CsXrQajK2PALRiGYRfmoCQMZHckllOgIwuFAOHLfj1CVXPsokyFy2gTcp/fyYN98fv2ftUhNkDjNZtKsVl7oGM+yit3s8pXg3Oik4tIWvpD31hG6Jcdi7DNUFHItqFvfOJmHl97OZIcY8yP2K4LfXXQH286u5OH2mfStKiEbtvniac+yxLube4cX4IhJOi6oJhsCb6fEtcLPGdu/RvWzMTANBma5sXXzA5u9H9r9HRr8K6EgomcYJZkiuDZFf2Iqn/+PU/lZ+fMM2WDv84GSQKgKroMRpMeJFtAp3GjSvtRBKqziqy7H2t+KNTCI+y0ojlXib3fSO1dQsiaHgouXqwxP8JEJ+bl6yqvMdLeiIrmn+lVG7DRnn30lXUoJiUqJZSiM+1sctS9COq+Spct28NPek3lm01SE00IMO/C3KIzMzADffM9jPSaSe4E7wV11j3HHp6bx0MmzcP01TKi1A2lkc5ZrUo5VO2pBPjKVRmYydH2shhsmPTuKEX87zvYeHNV9/uBbmEPyv1Waj4w06LcyYwpux2oY0uJTK6+l8jkY+HiSaY74UW94VSh8zLeXuyaeQ2DLYY+Hwzkyk5FFndDI7hvz+NyJL/GHx5dR/2AIa/d+1IYa9n5Ccuekv5OVKse5YiiKRE3ZhFoMEiUaBy4vJX+nhZIVSBW8XZLsS3lYYajabJIshIEZ4O5RCHb15PqrBUFEZ19uKy0EoroctX8I63DFRyFyetypDAjIBsHwKoT35m4Y2yFoGwnjadMIN6dpfq2OM/ka5Qs7UITktnPv4rezT2L/83WUv56Psm4n0sjmEvChNspoZa/4/YRWtoLTgVJdiXToSKcDJZnGbGk9+hegqDkxMdMEpxOZSoGmIRWB4s/tiJIVHkYWTKLsob3IZBLF68GoLUHbfZDBs8fj6TNx7x8kffkwZsZB6+/GQRnEKhXOPGE9n8xfhYXgC3suxTRUJly0l9/UPDZmw7YmbZGnpo85FyZL2uzNFuPTM6QLBZ42HY8wjzCaL1BzpL5pjh2cPWE77Y0Bvrb7Ai4L7OTpRC1fyl/Fmd/ZTKGSZMh28d/tZ7C3r5DgE97cbqh/kKJMOVJTYH/70VEz74h3FoyHFzEAnle20x4fz8KTJ+OcHOGKM1fwAIupj5cievoxi6vQEyb6zg7My6qJnGqiGsWEewfAMLAGBlGiMfwT6/HvkRgFHhy7OvAH/dhBD6liN4/8YQkP5i3hukue56a8FjyKzkMT7+WB8hk8+OdTKbs3t/DYIR/OiORP3z6PwLZBmnxJlHgGevsRoSBasvyoyhuH4phI7oVakrBayNfz93JZcBMndtxMeH0xam9OwVG4XTnGY3ERZkMZ2s427GSSgi1JXu6fwGdCe+kzk7yZLuMC3whh1UNYzfX8IrZJnuJgVdpLvpqgQbeOOmRVhULpaHtHQcEmd4F+UO3k/60YtpIM2TZ/jc6iKxPC2eJEj2W4Zvxq9Pf5rO2mjiN2GNlHUclOq8Wx5QCqx82urwV48+RfUKr5uOwTP+PR8yfw+z2LiA94eXjR7QxaXvZkytiZERjbgrgOdCGHI3R+bSILl2yjY3EIZ9yL35WhZ2MJ/gMS55Ag61MYqQc9qmDrwNRxkDIQBzqPYMyKVAaZPZIopBUXYY/EwDRRMxJ/m8QVsdCSNjKTwfPcFuze8eT1dCKHI5S4x+HZ2IZ8NJ/eBSG+fPLFWJbAYUOyxEmgsQbZchDG16GM9voPhcxmkVkdORIjvnQyA1NV/G2Sgjf73m1IMvqzUFVEwI/Z2p5bsOZMQJg2yq5WMAwyM2vpma+iZCXYFsacJgYn5WC6wXADBa93ImM5tU3fnxvwdCQYnCr46jcf5AxPLwoKHsXJ4wkfN9W9zDlTDjkt5RL7jmyKK978LF+d+SLjPoSBDeQKg31GhjJN/NtAB3WOPm6pfIbrTnexo72UQvXdOyJL2mzP+mnOllCj9/PZ+hUEFRfLPC2Uar7RAWxuQfht7cPsLA9z44Hr8HUWoAc82HsOvLfMwNFCCISq5lzIJjcgduw/0rRdCLSRDFUvSLS/wwOXLcYM2Oz+XADF58bOqHj2OSj01VD6okrmyhEMjxvhcmFn324li71tKAE/OjC4rJ50WOAetNETkkweLDxrC8t8O7CkE6fQCSkW14Y2s+OSUnYPT8Lba+LZ0U3o/uYcJ8UwUVxOrNF7RvN6sZz/ZFtGCOECXidnBKgBD0spvyuEyAP+CtSQ81C9WEo5PPqabwLXkmNzf0FK+cL7f4i3k1Kp6ubTJ7zKQztPpXiNG7lxZ86rc+4Udl3jpuhNlYIWJ8LhoONkD7McKZ5IFKAi+c62szlr/t1jrkXXHjgXh2rxm6qnMFBJSAcDVhxbJo9qd3eof6kL9Qh26P9mdJhx3sqU8HJkEj8sWY5zVA8ecjfChXsupXtFBQvP2sKcwAFedM1EaoLVQ3VcF3zv+cId/YvxbeuG0hKMuhJsh4KtK1iRCMLhwOnNjk3hSzUfN4bauXHeg6MLnINrD85jb7SQ9v2F5B+EA1eUU7CtGBQ4K28Lf7dm84v6v/NIdBZTL3iFH/zuSjy9NvFKBWFJ3P0S92Du5lYGhpFOJ2QyOWKHUJCx+Jgkq+Jy5cgpQiAtCwGYLkH/PAthCLSETsOBKqz9bYjVWzg0RnM+tx5RXYkYilGwxUFLvQ8tBZ4eSedZJllfPvltnSjRBFZNGURHxip4mclgjSaJwOpWfPvDDM4I07OkiOLuviMp7UIBaeW0dNq7UH1epGWh9Y0gEikozIdUmt5ZDtQ0VD0fx2qsoH+ai1i9RVHDIJ6vKDk1SynRaqtxd6fYd7POz+fcx5me6BHM6dzPo8S8w2Kc7uCtxbfjU5zv+t0/ChubR0ZmckXwLYL/hvrFRtJlhpmoD/Bg/eM8W1qM/x1AhAErwfasn2teuRaAcfXd3Dfur+jCe1R4Z4Xmo0IzuP38P3Fz40WE7wng6/JhW9YHHqaqoRAym0WoKqkCNyyejOOlTQhF5HrwDgeZfDfRGh0164LqJLfO+SuLXRGS0uIXAwu5YMl6WrJFfPOVi1iY38emZTrx3lrSYZWBJRkqiofx6Fn2dBch2l388aI/MGj5uK97AbPDbVQ4hni0dyZ/HFzEt4tW0GFq3NKzlFXNDci0ij9f4IgrZKsL0A5xR6QcHdYHMGbU0z3BReL4BNz23sf6QSr3DLBEShkXQujAKiHEc8D5wCtSyp8KIb4BfAP4uhBiInApMAkoA14WQoz7RybZh0IXKjeGt/H4WVMxdwTR1JzQ0+A0HwWVg6hGHl0X1FH6170E99mcfvk25jg7abd8fHbC6xjSwil0wqqH0wp3EFITFKlejnMOsdNwUaUdm5objyd87EmXMsHVydc2nI+628dZV27Gr6SY7MhBOlWh8LvGv/AF5WJm+Vu5PtjFfxWY6JEMm7fVodcd/S6N22l6UwHSDUU42yOoW/ejVZTAQARLSmQ2S96jXs4pPo0vVrzEAmdqbEFRhcKAlWD5W5OoeFnibdJwxG1EJ7SfKamp7eJj3gjneF8CdL5VsJlNGYWSsw6S/lUZ+TssMgEVb0+uqlEHY9ixeE573ePBymZzaJXiAhjOMRSVshJELDEm32sD2YDAXZgkHXeilmYZmluEtzKMtnzjWFUtNA3zYAeK00l8YQXOIYEjCkOTJd5gmv6FCgXPuCBrYOS5cAZ8R2W3mj290NtHYbw6Z8+WGN1hjFZ9SiiIHY2NYuMb6J+h4z9o4+kzUZMmaspAiSUwfRJ3ryCT5yRapzMy0aCsepChNSWEWzeDlKihIHs/XcbUhXvZPDrIe2eifq+h6Ts9OD9MOIXOFcG3CCkfLbMfwq6npc4kR8+7wAQKAl2YJKWFR6j8cMeZxMa/yrXBHozRVNBm6lz75lUUvqHRP9/i2sqVHwjZttRj8OPJj/MfV32MwYlNFGw18SzfcYS2/3vF4bs1z45urJIwSjgIeSGsfQewoiM4htIk5zuQmqT0ASefS1/B7xbdz0nuOF/KX0WR6mGuc5iZZ/6SQkXQUwZ7pxawxD2EWzgwsbh9uInmjmKOX7yDtcl6Vg42UOyK0ZMJ8ujvTiLQavLkWdU8nZyDpyfXzqxfncJxoAt7OIIcX4MRdCHcLrSAH+nzkByXT/vJKgsX7OTAgTrEwX8SCilzLKdDTg366H8SOBc4cfTxe4DXgK+PPv6QlDIDHBBC7APmAqv/4ZkfDZ/i4udNf+cLTTdSvNmLFR0hb2eKkVQe4dcOECzJRzh08t/o4gcPX8xFZ67iBN9urg+2HlHxXBvo4JbhRjrMTlSgUkui4DnmWi0Ax7l6qdMHqFRtrC4P+pQoO9PlPNc7iQnBHq4rWMlUh4t6zc1dDX9lZbocQ1q8uuyXnOL5PNOrWt5TY77Lstj1eh2uKYLyDpGrQncdVolKif+hNWQfcfCzaZex94s6dxx37xgqKC0lk6e0YdwRwhHx4OiLgxAMzAny6arXicsMKgKn0PlTtI772+bS0xOiNmUhJIT3DsFQJIdTzwshVBUrEkFxu3MDTacD26mDtHNkErcTYRxWiVkWriHJcL8HbURF1mbpXWSTv95B/mvK2BBWjG9A+hyIgRie3ixZrxPbAXZhlpLfOFHTGeyaUvpn+hE2FG15n8tfylyvXVFHcfO5LbBSX5OrziNRKClgcLJOJt/G1yHomeMAxYFUIBvyc+GJq9k4VMm+tmKwDPy7dYK/0QlowygBP9IwkVWllM3s5oG653D+G3WOMtIgLY8ky1VpHux3ieF+sPjF4GQeuudk9LhkyafX8LOSTUf8XhUKZ3rSdJuSS/efR7zfiz7BZFc2yZdbLiJpOGjvyCe00cHAHItJE9o5w9PLB7XQPMeb5JQ5d/Py5BDfuOdqatZ64AMk98PD6u2Hnl4IBbEPHBwtEnKty+rnYmDaJKu9hPPjzHQO4RReSg9zYxune8lIg2ohyVf7+Un/AjZHKth9sIS6u4Hzdd56ZjKdqxtxtg3R1RUFoVGYXIOaF2b8wULEUBS7KIwZcGH4NKyJpbja3IhkFmdbD4SD7PtEMY6oIHBKD1smP0haWnxJnskJM5r5zNfe+/g+UM9dCKECG4AG4HYp5VohRLGUshtAStkthCgafXo5sOawl3eMPvahok5LYuuC5IJxuAbS9Mz24OuyQNMQ8RS9p1eTOTPKvJId3Jy/drSCObLCUYXCuf6tbMkWsCddxh93LeQPs+77wB6m/5tRpHrHXNKfPv8W/qdnGQ8cmE0q46DKO4whFZ5POhmxXVzghSHTR6/VSa3uY+dJd6Choh5W4TUbCX7UdTqXF67leFcabeII8Tb/qInv0UPoGmJfO+M+a/Ot867nO9+5izM9aUKKxuUla/nx0suofG4QLJtUbZjimiF+3bKE775VhGIJ0tUZSKvkb1AZv26YoWlh8lf35HTMdT2HMfe6kf2DaLXVkEzlsMa15SgZA1vLJXipKQhFjBGDpGUR2Bej5zg//lZIZnx4E4JQS/ptFyhA7mlBKykC28bRl0CpdjJSCQWvOdBWrSd74jQijQ70BIS3jWC/nybNoXMybTzSqaL1RpHDEWRXL3Y6k5MN7ugBWYgUoJgSxRSYHlhyxka8aobXe+qJxD2M/1WcvVeFKNyUwd6zH+F2Q2E+8eNr6Fxm85eGB/7tptY3dx3PjkgJ369/goDIMN3pRBXKhyYBHYrrwhtZcUYjA3+tZJH/vQ2g/YrGwSdrccyLsy5Wz5pYAwN/qaJo1QBNnhRKy368J49j8YnNGP/ANu6dce9ILT/ftBR9WoyhpfWE/hb9hwi7w+PQc48Y4kuJ3LgrZ47eWIsj6iS9Pp81Ewo53RM7Yhe134hzze6PU+aLsra5lvJnNILru2ga2IOdTNK01p1DgNkWR7QthMCOJxD7k1BdgTAs9O4ISp6PWK0XV4cCgxGGljUyOE1g+i08U0e4vGo9FhIbuL3qOYKKm8+8z/F9oOQ+2lKZLoQIAY8JISa/z9OP1uV/V3kghLgeuB6gqvzIj9FsJNiYrkQqIFWBksgwMtFFslzDuNrD+LxevlfyNyrVDKoQBN5nIJSnQMxysy1ezqcmvEGjFufQQOpYjQkOD7+vfJW20izbMqWUaBFCShaLOC6Rq6bztDh/G5nKTXnvrtijdoplz3+JCb+K8KVLr8U9fYj8e7343tz/LslexeWCplqUvuFcX68gjNzTgnPEok4bAjz4FBfzXO1kZsfpSeSRvz1NOqzS2xtkSl0ngxrU3rYPoetk64vQuwdhKEKeDSKeJD6nGu+6VmQyhZJIYY+vIVHkwbutC4BUuR/PwRHUkiLQNRiIYnb3vo1ZlhLboeEaUJAKVD2XQO+JYHX1cLh8hjSyyOgIxtQ6jICOt9tAWDp6ykZaFs43d+EomYozYsPOff+4T6uoKOks0YY8PE6VoVPLKFoXzRmFA6KylECbRbpQIV4uUBYMk20PsDCwl2+vPA8MhcoXAAzcvQrpfA19ShPdi4KMjLO47oTXuCS4gXrdx+tpmOb49zCqo3aKiOHm3LIt3NK+jAV5LUx37v2n3rNI9fK1muf46lkXUqJFeS+WtU9x4VwyQHLEQ0/az/6HxlG8OYa1ex9IiQUEtvTzRMc0zvVvHfP+/SCxzLuHvxbNxqtnOVDlJzS1EeWdA9KPEraFtMHa04KjJ4AybwIvRqawKz3E58M78CgOonaK8zd9CudjITriRUzYNoDd1oF1WP/fTmdQ3C7sZBI1GMCur2B4YoB0vsCzrJeetnwm/CbCyIQwesLG09yPH2g7t4DiDQF6T7T45Yl/IaQkmeyIoQuFoOKmz0rgEe8mUr4zPhRaRkoZEUK8BpwG9AohSker9lLgEKaoA6g87GUVQNdR3usO4A6A2dNcEqDPSnD70FwmuLr4wbYzKdpnoKZtzKAbPZDFXRzn2al3j3qT5jpESTv7vm2WAtXLBb4BTvE8T4HqxZLHNjb4UCRtA7+QnOUdZI9h8d3Os7imeCXq6Dp5sS+KJYc5Gub+uUQZZa+omCEPVS8k0O9MYPe2Hql7PRpKSRF7Lw0h7BD1P98NB9qRlsXQeI1CVbIrm6TL8rM7M4GJpb1smVmFM+Kkd4Hk/sV/ZKFL4QveOez/Yzmk0ui7OxG6TmJOHd6tndixOL5NuX+VvDDZijxSJU4UQyJdDqRl42mNIDIGmCbSqWNVFiD6BsagbcLpJFHuQphQ+lIvDA5jvoeuvDUygr61BbWxEqW1G+OkRgx3Dk8uaiqInJMg2+1l/O4yrH3vT0PViguRnb3Iafns+4SKKxAn3ebBMYqWsQIuAs0j+A+o7LtJY3p+P7vXhPnJ3ZdQuz6DsC2MgEq8PogjKsn6FNpPD3LhJSv4VsHm0UU5V2ikbZ0BK/5vGW4GFTd3Vb9Cr5WiRIsSUpP/+EUfII53pblv6t006O+dRjZkstw9+R5+07cE01ZJlkniVR4CI/U5spiUSK+L3q1BrpKf4PWpfwMYczl6v7ht4AS61pTh6RYoPth3aYDgvhkUPbj9fTXdP3DYFjhywnBdqQDXFbw+Vkh5hIM7p93DV7wX0bq3mFRBESVPJt7WmQEUt4vUiRPpXqBha3DRsjdYGtjO5nQVw6aXouoRHlh+JokyhZLVKUilSVQVYwQlfTMcXDFnJYtdfaNdibfPxaAleD5RzBX+vnd+4iPig6BlCgFjNLG7gVOA/waeBK4Cfjr67xOjL3kSeFAIcQu5gWojsO79/kZzOsjXe6dT6+zn0fsXk5kVx7HZh2f1LqzGCvZd6uW/Zv2Fb288F9dh26JcYn9vONCwlWRFuoizPSPoQuGVlMrJx+Y8Fcgtbt/rOZmVHXUIIbFthanFXWzuLucLE5dTo0WpPwy7f/iiZkmbbVmDZqOIbz1/CeWmpONmi6ua1vL7lScx8X8E9iG7vMMjk8URFRSvy4xBE9XCfBI1JvNWfI7ywgi2FDg1k77nKxj/coRMkQdvu4M8JQ14+ErRcs4562uU/O4tFK+bxOxqbE3ksOymidkxCtMTAt3txNFlQyqdY726nGRL/DjbhpCJJKRSyOIgiqqMKVYqHg+ezjSG2wN9A0cMQRWvN9e/TiTH9OitWAw27cYCvA+vzQk21VcTnZxH4BmBt9dEpN9n+y4EYvpEGBqBtIqwwdGl49jqwDk4gvD5crofm5tz7ZnZE5E9LlqXN+LNSAamS5LFOs4Rm84TFGRBlptnv0S5Psw8Zw9FqgdV5AoTp9BQhTKqF//v21HqQqVC842axvxrwil0Jjnev52kIklIDV3YXFv8OntmFdFX58fX4nwbXrq/nbztQWoXDrEhA5/ZdgW3TXmQgndU8VE7Ra9lj2H6v120Cu0sm5d/twBLz+WB2EkJil8rhj3/fHJXPB7IZKh6uJPY6nIuOP+LXH/qK+xLFnFaOIdMO9ibx6SJ7bSW5NGXrSW8uxh1ewuKz0vnhXWce90KTvbvwIHFfJfKgJXgnv5Kzs3fhF9J0b3UJG+dTsdJPoxpcHbjevqzPlZua+L0wBbaTBVdpEcH7bmISZ2Amv6Hs8MPUrmXAveM9t0V4G9SyqeFEKuBvwkhrgUOAhcBSCl3CCH+BuwETODGf4SUEe0qW4bLebhrBuNeGEI8Y9NyiQ+7vhzLo+M7qPBKZCLjSvqP6HkZWBjyvc2qPYrONEcPI7bCp9vOZnqggxNdu46ZgWrSztJmmhSqkqDi4isdp7P31ol4NMHQaSn8vhQbOyuwDvh4uXgCVwZytPiHYmH+87FL0erjfG7Sa8xytRKxPXztd5/D8IGszGJrGqkRF9eHtnDOGVs4y38j1fcU4uqOQ2cP1kg85zPa3UPV71Nj2hxC0+i6uAFhWNT9AXpucnPf9Lu4vW8JB6YUoNw/iKuzn2Cgjl7LxwRsqjQfxuIoygM+UnPqGRqvU7g5Q7LKj7ft7U2bnUjA3pacKp+mIYeGUXxehGFjFvjRbBurswdsmRNZ6urO4cldTtRkFi3tgvKS3DCTXEUfO20yiinxvZE7N2peGKu+nEy+C1dfEtF8EDseR9VUvO0ptF2tWCNxZH7ekXr17wgllgTLxo4nCDyzjeBLDigtRCRSmId8ftNp1HCYwUYvoT0wNNXmnOM28OQbs8gEVYYmC75++hOc7Gk+bFHOeeQeNOOct+WT/HnyfWPKoYc7cP1fjLidRhfqEffjdKeTs5pP5+BTtZz32bfobCmg5kmJ2LMXeYg/YFnYKrRE87l87/Xo7Q4Kp6c4VK0eIhjeOrCIZw9M5M8z7mW+K4cU+lHRBk742m5K1BFcwuLp2FQen3ky4b7Bo6qeftAQmkb8tCn0T1dw9edkqf2tgjteOhk9prDcM5V7LridOxbcy7Z0JXdFFjBwQpZEuZfqVCUDU4Lc/uXbWOg6lGsOiQW6uKRgHXszJfxmy0kUl0ZQz7P5au1yzvH2ogrBHZEGlpywm2mOLC+nCtid1Vnsbh+Dh8516uCMv8cnfzs+CFpmKzDjKI8PAie/x2t+DPz4H/71Q2HZ7Nlfhjc/SWRSiEiTQulqA2UkhXMoTiCvmOGsh781PIHzsF7TP+pPOoWOV8lyU+cydvSWcEvVE6jCR9LO/j83DrakzXVty2i+azzKeQM8POUuQnqKgWkCM9+AhM5wRiWw2cnIBJPdT4/junPO4L6al3h8YAYNf4kgDIunbpvKfel5LCrZT6LcRjol4aIY077axtdDW3kw1sT1wVZ2L/kTuxYZrE/V8Isdp+B+yU/x8j7QVFKVAdyrm0kuaiJRrKGlJWpCIZOvo6tJnMLij5Vv8Eh4Gz+45EpSC+LcNPVpZjgTgJv9RhxzdwDhG8F0K4SbTdS0ha0ryKO4JOVYsWZueJoQmF4NZ8pAOh2oBXmIZBajuhDR3QsCZCKJvbWXYE8hsjgvJ5OQSOS0PCImlkPBqitD03V6z6oFCcIGT5uRa2IJBWvXXgQ54gVCQNCHSCTeHgaNasTIbBbF7cLK8xGv8RLc4UPERxN9awe2cWSfXricuAdNDs5XuOr4ldy9ZiHBvSr20mF+NPFZLvZFObwi77MS/Kj3RBYH9nB13VrGjVacTyY82CjMc/Yc8xK+R4sXkzrb03VMc7eNSnTk4vU07NhViVYseT0+ntuW3st/br0GKSbhXrU71z6xbdSsZHBbITJoYXol7WaAfstgbbIBj5Lh+f7JXFqyjrbiPC5/6kaeOfcWJjg86ELlTE+aQz4QhaHN7PtSEbuyk/E9vRnhcHy0Fo2qggQ9nhuSC1uQv92gcJNJpMFFolzwTHQ6Xy9ci8pBEvtOY8GCPcyde4Df+k5HKjDDYWJI9YgFu8NM8ZnXP43Wr+NpinBOxTZuzt8+uiDmjuHz4UO8UxdTHD2c8txNCJfFnYvuGjP1+SBxTDBUURUmfqed7LhSWs6DFef/D9cuuhTxSYF06Fi6IG44P1JCfjVZwfaBUn457W9UaLmqabshmOH436uSDq/IknaWATtLqepmzf5a8i34bP0KXELwXPMkKl8xsJwKw9fGaMgbIHpfFQXbof1Ulb33NHH9Jw323tuEmAuJpXF+XvUkX9tyASt76rny5JW83tfAuWVbyFPjVGnDuIRBh5kiautUazZ1/lauXHAXLbMNzpz6ZRruT+McTGNNrCH52QhPTrmLb3WdztqnpzBwZZI3ZtyFU+Quk8XubuZfsYlq1xCfCrajCjcvJnU+/eJN+CKCbGU+AIOTNErWmJhuBVFSiEilxoZMitebY3PWV6LEkthtnVhuBSPkwiry4F7ViyIlydnVeNwuhM9LZnIl2vLNWP2DqFkDK5VGDQUx60uJlznwdWVRMibZhlKSxYKah7pzg9m+QbCsIxA1wJiByNjgTVGRC6Yw0OQmf1sc4mnazvTjnzVAr4SMEcDxUoDi1UHMkAvHjnasgYEcEWZSOVX/uYfFnkEeb52K6jP56RfvZYErgk84OXwmkrSzfL3zNJaFt3OOdxhdjAAOXkzqfHfnOdw25cFjLrFnpIGCgoLARh71nhm2knzmqZsomdDHlZO2cXh/+JXYJKZMPMh3q55kukPDRmLcfB/f3nYuVW2lsCuOnU4TaEnRu0QHCXbY4su//TRlr8dQRlJ0n1pEZGaW++ufYIrzaS55+mY+tftKVkx5+F278CLVy+eLX+G846fQ9Hrg/RFRQqDVViOHhsHpHJMiEE4nis9LYF073va8Uc2hKJbXQTbsIFYjsJ2SjcOVHAit56CRx9wFezClwm82LKHu+Qx9X0pxR3QcLalCLs9bwxynYMROc/nOq2j8s0k2JOisdHJlaAOr0wEWucx3HcufoyX86LVzcPZpmA0GISVFjkv6weKYSO4yncbs7sGhaXg6q7h+/8U4NZNEQznd85385Op7mens4aP0JAu1EQZbwngnZgAFVSjMdf772zKHSxesywga9RyZyik0PMLAxkZRJUNTJdsSFTzUNYdTG3fz2tyZ1P65BVd/Ea0zGjBmCtKFEqs0w1C+SsbSCLSZtF4k2bbgj7iFg2lz/oBfUYnaFif7dzDTkea8PRexf2cZ82c2s3pPPdjgPuAgPS7Nd+Y9zeZEFZ72nBVhutBNzzVp/jbpPko1H7dXvMKTH9/OMk/nESSZAtXLb8vfAN7u939j5/kUv6mgGDapEidDTSr6nGEGY2FML3gPuhGTxyGaW3M9fUUBh050vJ/QNgsUgW97Pzh0zKA7t0VPJFHTFkphPnbfAHoknVOtTKfHttp2YxWdi70UbjFwbm/P9fBnNlCyLjuWuIWmoTTWonb3vYusJEdt1ADk/Mk4ftzLr6qe4b8OnknK1Ple5V/41ssX4+pRMT2SxDSLyGQ/wR0qrrJ6LEcDkXHgnzLId4pW8XhkJnneJA9P/9NoC+bdu0pdqDR6+lji6UAXXoatnIH7V7dfSzqjj80wjpXISIOv9yxgpreVKn2I3ZnS0UX9yPsnoLgI1EVIZhzvIiENGx4iaTdTHeoY9PJj3jizZ/+Ba2+9lNStc/C+tAOlJ4I6XIpSkUTs9aLHJUprD7KsgLJnOonVlPJWxsPjkZmkC2269hdyrutMfl379yPmUAB5ikmoYYjspErU1/rf8/iEw8HAwlJCe/yo8Qyax40cjmDXVtB2WhAtCcaiEZS3FOLlYUpfj+LdMUyRVoLhVbCfKuSCG27g6UW3s99XzCMPLqZhVRJtXxfqyw38/cHTELbkqVOnU1PXR2tbIfqATu/lNiUrBQXhIX7dfwIzfW20mm1HHIchLZ4bmAyqZPHpm/hh6csfWrr8mEjuSECAVRCk8tlBuNckW1WMI5Ugk69zinvgCL32DxrdZpxCVWPdebcQPkoLx5I2+80UZap6xMDin411GYP/6Tidv9a9iCqU0b5b7otRhTKGAlhcv5c39k3ltTvmUfxKD69fOJOaZa1EmmuwdIguTFNVPMTJxXvwKFkWe3cTsd1cd34Djm6dnYbKXKcyJnAWVKBKg7gNV5SvZXOoilf+MpeSk3u5c8J9XLf7SrKmxoFMIa/dPZeK1SPEq730zVK4evw6StTcdtqjOLjIN4h6mMhTn5VgfSafec7BI1AMNze9zLcXn4+rXWfSqc1Y8SBnl28n+SkHf3ltIeliD4kSjXytDrFtL3YshlZYg1RheFqIgatmUrzOJvhaC0pzC7aV+wyO4TRW2A+dPaSLPHj7CrDbO8b+rhJPY3p8uFfszOltCAWpCAyfilNV0SorsAqCmB4dte1IzRrF5UJOaUQdSUF3H72TPUTaS7hVP4Vf1/6dZas+z3fXXorwSs48bzUXhN5CFxYqkoNLw5RrEfKULCFFQRcKn21fysptTfzypL9QrGr8LR7kPO8QCuII/X9dqBzn3UtYcdFnJegyNSo0k6VVu8nYGg36saXP/u3eudS4BjjD24ZLqNTpe46qJ24jibaG+PiJK4943JAWKzoaUBX7XRV/hebjyfGPMfHC6xm/pQAr5MN2SKSpUjmvG94shHCA1nPDZENB9Ljgph0XcUPjSq4+/9d848D59P+5hjPP/gyvL/j9EYkvT3EQjXkoaR3gaGBXraQY6fNg7TtA/oZBOpcW4G/34N8fIzazhIFLkjw29+eoQnLTgQtJrR914dp1ADOdwZ5dSs+JFkP9bvQDcMmmrxCbmMXlBOWtXeDz4um1iFWq+LpsCldrHEyU4utScA5LhhaZWA4H6eeLeXRCPtYcheZ0yahdYi7idobd/cWUVA7xy7IVeJQPLwx3bEwWR0Nu2oG1sxl7KIKSzCLdOrbHpt/6YLoR74wC1U2lalOgeo86RN1hZPlex1nc3HUSW7P/JDYW2JpNk7SzNGoGM4Pt/5D9FzVcVL2QwBmVmIUBCrYZ9D5UjbsvS7RB4ZJJG0gZOo+2TuMPjy/jhdgUVsWbKH9Rofx1g2/uv2CMyg1w0IyTtLNMf/0G7uuYz6XhtRQs6+QztSvotXycVLKXb4x7nm8VbCZwVjf7L/QTrVORCvxx/SLWZ/LH3uud5+uuyHR+9oWP84WDZx3x+IW+Hn554l9IVxjsGShiadluKhyD9GYCkJ8heWOE6mv2Em305eRVnU7s/kECB9LEzo/hbogSL8vd+NI0cwNUTUcdTpCo8aEEfAg7B5s8IoaieLvIiY1JiVZaTLzCQdaXgzxm6osYmB0gWu/GmDcetaEWrbY6p82xYCKtZ/kZnFeIyAtR/NAOxv0iw9rt9XgE/Hbe/dxz2W2svuAXfLvoTVzCJC01JjgUzvEmmeV0UKv7CKse2kxJvWeAe075I1McPfykfy6/bT2JZiPLde2LeTpZiCVtNmSyZKRBpTZCr5UiYUt0YfNsoprn2yawLPTRtdm7zX88XPsgkZEGGzJZrNE21ifz3mBbrIJ9hgu3cLyn3lK3leInp/2VT4XXjj0Wt9N8t28G6e0hIsNHT0zbsxJFkRy8qJx4nY/G+5OEV7j4Rt1zDI/XMQv9HHfGVj5x8uvocQHP5eEQJrqw6YiE8HZnqf9GjEX3foWfDdVz90gRhrTYlNXwvOXB7ukb250dHnYkiuzuQ/H7EakM5c/2EtgdAaDrbJNPjF/HON3F07EpDP2uGn0oTapQz/XhbYvgW92IjMJTV/6c/7nsHuLT02AJTK/EmjsRY3I1qQIFwwcD0wXWBYP85bxb8Z3ci6/bJLDRScHrnZQ/003eJpUXnpjLlkjFEfdyQHGxZu6feX3q3z7yfPDYqNx529tQZjKICXVkCrzEKxw4wgleSo7j+uC7oPL/MP6R9kaJalHjGeQE/x6adJUfDYwnZrn4SdHGj4SoyVW+CmHVw415m9HfQ0u+w4yTlLk5wuBkD4kKcMQc9M7WSZeYIJ2YHslDW2dT8aiGN25R0jXA/emTMfyS+rY4as8w+9+o4uPuU/lu+dNsyZTzH8/cAEUZpCU4qaiZOU7B8klPjP3dE92HhMV0npr0IGvrA3yn+VwemHg/Zao1Kux0dOTRhYFNvPH1eq4uXnXE406h8zFvHH3JfYSUJHOdub7s7lQZzmY3f7r2d9Rp8Oz3i/n6CZdQ9Qx417ei7++m7FdlCMumbxYInwdVKcIeHEKpLic2qZC+2QpCNiAVQXR6IYHOnlxrRwhkdISit+IoQX9OK6aqkPCuOEo0Sd8JRSRLcybChZsNhsY7Cal5CAmOgIdMWEeOj3PyOZt50bGQohUaRtiFHszgV7RRWKKKIV18tWceT62czYnzt9NU/gJOVceQFgqCbVmDG3Z9nP8Z/zB1WpxbB48nZekc7Mrn3P7PYsV0Bid4ecEZx5AK84IHWDE0jh29JXx2wutcH2zFJVqZP/OPH0myN2lnMbAoUP95fG+3GeeinZ+gMdTPHZWvkbLTtJh5rHplCstDk9h+7q1HJc4MWAlOfO0LNJb3cVbTw2OPu4WDub4Wnh4+HrNajs2d4naaNlOyI1vCN9edT8NtFhAHW6LGMxS/PMJX8q+lZFOaruM9GLF8dtw6mYontyGcDn7hvZDwqd2kDvoBA7Ollbof9vDKw/MZafLziyoFb6dN2Z4Rhi+YTv6b3UdaJh5qxWUN7DkT6Jrjzak1JiVqxubuE/7IbEeWlLRZF62hdwEMTAvg7hcERlUf7cFhah8r5Iy8zzGurJebZ79E1PSwO1HMzn2TcoPYBKSKoWFeG7+v/xvlqgddsTl4hoKSthmeV0ZoUz/RBvj+OX/Fr6RQDuN/qkLB90/KURwzyV0JhxGaitWfQaQNsiGNbECQjTj5+eZTmTv/jqOaTf8zsT6Tz182zOWry9bQa9nM9ezni5su5Ya8VWNa8B8Ennao0jl8a/h+SJ5DbZSPl6/hP48v5j/mPMvPxp+K3aIxb+o+vnHac4zTBd/oWcjKUD1eZ5aehJviQCed68toOyPnVXrBwtW0p8K8mmyiNV2Ap1vhjJM2UevsZ2eyjG1Z4z3PWVBxs9RjMHHy3ZSq/1hvp1738WTj8+/5+xxi4e33uKlgNetPrMYrTHyKjwu8w0w5/VdcWXE1hq8O14CBsydB59I8CrdkwLaxqovRPG5srws9ZjFt8X421lRR8aCG5VexZoxDvLklR0jyelDa+5ChALKrF+lQ6FzkpeqBQdRMzj+2eH2aVJEDqQg6T3JQ/+AQidogQ00qX57yCtcEW1l+QSP76ooxyzPcPffeI9pzzyX9PPPSHJadvImrC1YyZEOXlWZFook57hbuHzyBHzc9xvPRqfxl/TyUuJrTtA9YTJzUybaWckZ+WsmgX6V7Iax0jidcFqUyHCFfjbM6ozLNoX4kVmrSzvJyKkSPGfpIhc8744l4E7EXSth1qsKP3FP5W/NMwo94CTkgHVb5bt88flS8DgXliPvhruhUil5w0FNQxc4vqaOewLnkNNvZQ7JE4nvLzSsLPExzDPKplovYs64Gb7tAKZeog71j7lvWqNxE9T0ZZMhPolHh8uLdPJcsQSnMB8Ok6tEurNd8NEX7cuJyQuQG45t3EtzlJHDI+0F3kJesQY4ciZTRSorpO60WywmRSTYFdf1kni0EaROt1ZmiJ3EKF81Gmsn+LuoWD/DaT48j9OJurFETdKUwn6EJTuiSJO8v51eLqznhxG2oQhI9KYXLneWy+g1cH96IX3HgFD5eSamcVNLMm5rJnLw29FMtHr9zMVbAYLqzY1R47V/bSDlmkrs1MJDDvCoqIpFCS9pkAyqnz9zGOE8PZZrJh5kUf5A405PmuGW/YZvhYYqeZKnHYOX83xNWctV+txmny3Iwy/n+yT0uMxjS/oeMOshtV93CwaCdYmtyOic37eEM7z4uO+4gyQUGQcWFPuqN+dOSN3CW5ra6KZnFLRxsazB4IT6Z60NbRqVeISmzRH27qLp6iCsDuwirHpq9zRQq76/3DPzbDEkMKdEVa+yYdxoql7z0RTytOkMnmBS/oeNqNxl3XjMbp1VRsLwC12U9pB4qw9tj0rFEY3ioAGtExzGcwdVroRzoGrUAtMGWOa33RBI7mUTf0kKpWQtCkL+2jzyXjjIcJ1lSQcH57Qwl3fR05FN3+V6uLdzM84NTCKlJnp18H23jVS5e+yl2pstZ4MwRvXZkTb703KcJHhSsOFiPJiyuyn+Di9/4NFMqu3jcmEadf5BnI9N4+rl5+CICPSExfAIzrbEnvwjvHidqJoPhV/F0KXzh6ifZmypmkqeTC3w5rwLlI1zTw1aSZVuvIr66kBPP3Qj/ZHJ/PulEFxYjTSaF/xNgffcE6hJDjMzxkA4Jyu/fzfL4fP508wBR08NnwpsIqx4eiQf43WunoE4VKDVxCpUMh3Z+W7NpvrzvclyDgvwdGb6y9UJSB/3oZQmWnbSRl1qa0Hb6iMwqIpzK5Bi/vX1IG6TPgxn2IDSJrpiU3ryP/pSP9r5Cmr41gHxrOxagNtYhKifDpl25dt+oNC7kpCisnc3vOlbp9xJtgvJZXVxYvBu/mmbrJyrYOVxMYmcREdvGIEW+Cl/P38FjiTwenrGQ0LZCRDKJUlkGhknpq/34m8IICWZxlkm+Li4MbCVYoaIiRouEXD7YnMnwenwmAPtaSvh81Ssscg0w6cYOXMKg7Cg69/+KODaSuxBoZaXIWBw7mcTq7cPtcVGSDXNwaZhby97kjYyXrIzTYvp4KjKDbxW+8ZHlTg+PsOphoWKjCg8ZaeBXHGNV7NIN15MYcbFhyW04hYYucpjVQ0YH43QX6qjew+HxXiYfGWnwRKKcxe42VOD6vFXUaB7iUuWAaTHJceTicHiv7dAWbZJD4wHDx9e6TuWGouVMd2gEFTdB5RA+NndO/l8681jS5jvdy+i/t5qf3rCMi/LXcdPWiylYoxG4vIOGQD+vFzYABfTdW4icYdG/wCTwbCmKFyb+YBv1lsab7bU4+1X0nihkshAMoLnd2EPDZKfXor25AznKqrUiURLlLpLTqim5bxt2PA5OJ7ZagVszeG76Q9xfO4VbV50Ck6Dtrka+ObuRb4eyfHn6K/x81sP8x/aPcafDIOhK0/dkJeMf3AuZDLGeCcS+5uK23pORww52dNRR+1SK7dVl2KogBCiWjRRQ/MYwvQvDKO1ewvtS7LtKRXWlmVvdxjhHD7968GM8Umwx/czffOSd6DbDQ2RLAaVbTIZO9/xT5CdDWnxl64UobwRxzY/h2N6FNTCIGg6jx0xK13VjDg5RcP9GnllzHHs/kccnLtuARxo8NjCTmicthGVy4Fw36mG1xJDloWN1OXXPDpEu82PsCuCKCwJNSX5dthqzbBUt8wzOfuNGDE8VwZYMeiSK4vczMrUQ90AW5wEnE4/v5KbanA7OA5VF/OaUiyj8yyBKMMDI5EJ65yg0DpRjd/e+vz2ioqJVlSOFwHJKPle9nDmuLqo0H3/TIyzf30jdtE4ejk3j7geWEVrcw2OT7uMH28+i4b4hZFsnajhEdHoRXYsEod2CdJ4gm2fTUNXDDaHdeI4C+ojbaTqtEDflv8VziTJcHToRy8NeU2eKo5urdlxFQ2iA31U/+y/XFTo2kruURBZW0TdTYJVmqLsbHH0J0gU6LXsq+K+8iTxxcCo31L/Oqmgjr20bzxWnrPlQIkPvF6pQSNpZJj13I/qgxh0X/YET3TZn1OxkdV8tx/3xKzhGID4rxW8W/IXjXcN8ueUifHpmDBFzKDrMOH8cnsenwmvfVRU7hc4V/kGeTBTx5Wc+gczLsuGk2wirHly68c6PddRQEFwaXkvMdlGoZtmWlWRRWB6fyEm+ncxwKMcEy3H5vnE0bIsRM518p/lcxJog6XyYF+zlpZYmrINeoh+Lo2z0E96mIiwofmIf+z9fz42Fyznr1c+jRDTsyiwYJjgd7Lu2lPIVBo4VAzh3dWJmj5QQSOUJlly7hqeq5lH7rXXY6TThx7ZyMH86Zy69BvWhPMZvjrDr7HH4TEnDXw16vpTlvtZ59LblUfd3C31YEGvIo2LNQcz+HIzOv62fDX+fgiMiCboFBZuTDE52U/z6AJgWwrKRw1G6L5uA5XVSuCFnhNx1WglT6lvYtq+CL5W9SJcZJjs+RTiQoEH/6NWaio3tkAyN18iOhLlg35l8pfL5j6R2qiBw6gaFr8fYO11D+LxoLhfS5UB/dTPmYWYm9p79NP4xy6l1n+GzE19n/fIJ1HcMIls74JypvJqs4wp/N08mwtzScgp3XnE7nxQ3UvdwFNMdILQHPLqBjSRpG3xi+9Vo+104oza2Q8GcPY5kkQPLKbCcKnoc3krUcaZnJ4a0cAgrN0spKSJTncdIjUpgv8xJRFdXIFrbkdlsbsBeUY6Mx8cgsEJVMcrCGAEHTb8f4FcrL+NnP/8taZngPx7/DHVPpGg/pZL7RyqpfnAf6Q1VnF7zFco3x7F2NucIbj4PgS39dC0u5IYvPMnLgxMA+FzZK+859PQprtGWpRtF2JQc38n5vg4MaTPzmS/hbdW48fq//lsE446N5A5IBb5x7mMs8ezjrN1fo+q5NN1nGITXOHjj9ukUCMHfHaeiDMcJnK1TvMxg2LKwyFH3u60UHiEIK266reQH6iMfirid5osdp6ANaVCT4L9az+DnqoVLNejsDzHuiWFEzyDxAzX8pPAMjis6wJnF27m7ZR4mFuphvbJi1c0VoXXszIZpMzNMc2RxCp24naO5x6TNvkwdRevA1px8Y3yO5Pvi9kkE8hK8PvtO9hkqUx3qu5L01mw6BwFL+Lh90gO8mqzj+699jB+d9AjT3Ad5M9lIlznAUvcQtwxN5ZzAZqY6/vf1jVemNRy73EjNYtvT46l8MYpeZTEwVWXDQAXuVT6ikw3+NPMBrmu7npp7D+YIJB4PpW+afEy/iXGPxOmd7yAmdEbmlNM7W8HIs3AMpRFCkG0oRRuJjUmqAgQOmqRsB5Yjlzi1kmKS0yop+8teeCkEZh8inqT6ziGEyDnvlPyiElQn+e19mK3tSGnj3+k4YuGw9rdR8ZSg+9RiitfGSBe4CO3LIjt6sKbW03Gih9r7Lbx9FlokiXRooKkkyyUjGRdKVKPHDOIRGSZWdPODqidISutDszYMaXF7pJ5CLcbFJ79JRzrErsESflT9OE26ynsNw98vVKHw6YZV3F1/DhMq27AdHnbfVIqrTyVvVxHBTb2YLa05Y2nTgOEomZ4ins6bQvkKA7u5BWmaFGwS3Dl+IdPHPcRXXr4Ub5vGqvImTl62if1PNlKwWRDcm+Tgm+UcaEzz56GFGC8WEB6wCb7VhYyOQHEhLjWI5c7dTwXbsty3Yy4XH/cWMalTpg9z/WXP8uvqUwlu1Sk9u43ULeW5z2AdaWwu02kQClpFOVZvf876bvVWXE4noiAfNW3zn9dch+HTaFy3D6u/n+q1GtLKyfPqkWKGp6ooho88ZQpiMM7ggmKSxYKZ05s50bOXJ3un0Rv3M7Mmzfvp0A9bSQKKi1Pd3Yxr+Btu4SAtU8yYeIA9hUV8btvlfH/ik5zj/dcIuh2KYyO5Cwjsi/Nfz3yMP0wYRDFAGRxhwn+OYHZ0Yh/+pXk8lD+Y4BTX1zC9kmy+xazJLWzvLuX6iW/wxfC+nGrfe8SObIpWM4yKZNDyEVIT9JtF7P7FJOzjJE/P/z2PjMzk1a8cj9zazriiFOJgN1YkivuJPrR1JSw/az7hSzt4YtqdaIeRTqJ2CoCN6Qq+s/EcJpd38aWKlxiyfHztkY+jJgWuQXBGbYL7Eqi72zi4uRrbpTM+Gaf3+DCxmRaznEeu4n1Wgh5LZWWykeYNVcycv5fbek7mracn07Aqxeszx/Hb8jdY4NrFWxkfn2w7jc2vNJE+R2dC4eZ/aSWfkxt9b16AJW2eiswkXWQhVYWK/3oTpbgItdhD2aJuWvaWUBiTqH6Dr/zXp2nYEs+xCIVCdmYD/dN0zKIMXYv9hPZbRMdL7OsHqHNkODgUJtroI7DRQN91ENuyELqGzOSSu/u1HRy4rpZxMoLIzyM9sYJMSMOVTmPvaUHMmojM96G19oKu0/qpeuwpMTIJB8GNZZTdN4wVieYGcodfQ7aF3dJG6csC2dGNp6w4x4B1udAiKcpXCRITS0iUqAR2KUhFIV0VxNYl36t/ki+nLuZLb17KncffzX9XP0q1prEu4+fMXRfy5NQ7j2ClWtLmjYyCA4vmbE75TxUK3WacmBSsidSx/kA1N818mUeap9NY3M8kPddK3JVNUqfrH0obPmqn+MXWU8gT0PNADUU9O/B0FRPaZ6EnckABMXsybN6dS56GiZKfIWE4cJoyl1SBgtX9tBeVcn7vZyh/VaAYJnfuXICy00ddXwfuQhdaNIVrwIuKZEe0FH+7xUi1inNSCa7+EHLDThztOd0hgMzsRhQh+djaGzB6PHzm5JdQkeiDGhUXHODK0jXcUnAprnckdshptKuNdbRcXkLVC/mIt3YibYmdTmN3duEejmAnEjgVdQwQIU0TxeMhftoU/J9v586qB+g8NcwfWk+gvSMfoWY5deJOXtnXxNW33UyyWOHzn3kUn+IiI433PO+HvI0PeTtDjhAYdKRxvBLE9EBXYxj4/2Nyd7uI1fmo/1sCdchEdm3GPKRQGAhgxRMIRSCcTqivRMTTVPz3WrTKMnqWVdC8dxyqE+7UFnDurK3UaLmqfdhK0m9LylSVpxOlWCg0Onp4cmgGb3TU4XgxgHvQJl6m4rctlKzg1WQTa4ZqOXC+QqihnqLfr80ZRxwKVeX/a++84yQrq7z/fW6oHDvnnk7TkwOTGGbIQXISEMEICioLKq66Kuq6q+vq66JrAhFEkSBIzjkMwzBMzqnTdM7dVd2V6977vH/cmqYnwOK++sLw6d/nU5+qerrCc7ruPfc85znn9yt6pY/mU8OEGrWDVgdZafFaspQf3/pxZKlkc6Kaz3V/mmxcp/JNE2/LGHLP2zzilu5ACEHn6X6SlQbFVYOElMN/kqtaLmHo9mqULJTHLSpPHuWKvLVcUt/AQNzN/lcWUF80i1Nm7mVJoI2fVz7OxUs+zT3rj+XrZ60j+A4lmf8brEkV06APMtth8+7/uPdM/r3smYkUVIuRpCVWyBPn/4KLozdSG5+FlBLnUIr0fxVTGlAIbR6g4E2B1bIDaZooBQVkjq1CH8tQ8YpBh9NHrD6LmtKpeTjN/vMLMdYruN0QbI5NdA9kV87B2RmB4VFkJosoLcLSVZRIHFmaj7NzFO3lVltbR1FR4mm6Ty/AV+kmUq9y3sVr2DtWTMtTdRRtiENBHprXCw4dGRmzaQtKixDpLFb/INKpgWkyfGwx/q40stSPs2MU9Y3tyOPnkfXpmH4nvSt8pJfGuHb2Kyx1pvjh7Ee5o+d4ljpTeHKb9S0ZW9tmMqNe1Ery3b4T2DZSzqUVG1nhbgZ0WrIxTn/ly/i3OhlfkMK73cV/DZ+Da0Bh/yKTpMyQsEz6TT+1+t8gFg24hEZeII63T8OxoxMzFqfqd7uhpAD6hmj6+gwUA2p2O5GGgTk2Ru2vJS1fDOJa5qTigBJWjvzL4coiLB3fvlGUP4ZwROJITWW8XMO7K03BthTn3/oNCrdlCezsxb9dRaQyyGQS0zIPEk13rNlJlZzFeIWTrBf+MPwRwnstWACnFOzlhzvPJhy13jHXbrV1ULSxANOl4ayqgETSpuSVckKST62tQqSzmAODKH4fw2dPJ3FRlMfrHySguFDFMJfPeQh1rsK2TIrP7fwk078XhYFWHCsbGTG9mNLixaSfJc7hI3aRvlMgdGvlyzz31Y1kpcZHfWN/0+/2XvCBcO5SVUh+YhTt90Fc63cc9GOZY2MI3YFw6LZjz5pYfjfqjDqavufirqW/5uMvXwsZhQuq9/J0bDYfC+xi2BSct+ZL+Fd7GK+RFG6W9J1qsLChnc27p1H8uoqvK42aMvD2KEgBZrHKz946g/o/WExPJ5G6iurz2rwTufyrjMVIT68nmxB8ues0bq18jaw0+UTrOVR4IlwQ3sTYzCzOUAp1tx/3oAM1JYnWCDwdtv6mjMURwQCxY6fRc4LCP5/1GLWOAY5zjR/xQPjnyuf40WfPYfCxSsru2s32G+bx1e9V88hJv2XncWXELSc/ee582m5qZGv1XB66oot5+T38rPGvf/dc3oXeGAda6z+25WrkS3lkv/bMxN+rNQdXlK7ludhsvnXpQ/wkewk1v9mD5nAg9RLiJRqyq9emE1gym9GZHsJ7EugjKVBAoBBstvB2aQhLkglqSK+Jt9+k81SdojVZZE72Ll6qYzryELV5OPsTRBv9DCwSFGz1EdoTswVIwFZ0WjyL7uV+TBeMNqqYLsmTDxxH2ZokFRu22id7OEzvx2aQLBFUPxUAw0JkTaRfQzjLsHY1I02TvK2j0NKJzGQxsxlQVBxb2nDVzcDSFMZnZdD2e/nY8q04hYeVrlFW1j6OU7y9gXqcu5WPzGumUM1VPFkZvtt3Ai8+ugR1UYTWZCFvjNazc7AE+XqYihYD384+BsaKCV/RyQPT7+fO6Bxuffwj3FS9kgtDm3KkUn9baqY5a5B9qIiRRvAFavDtCWL5XSj7exEBH8efsp2N985DTKtAtSzMPc2om/ZSc8cspJJGzc+zeXayBqVrU/TixzmSAsMk0qATbBXo/RL3iIUV9KKv3UXVetV24iXFCEN9mxIa7BWTUBCqSmaFXTM+claSlbUtvPn8HPpWSByjCk/0ziWV0nGMvXODozQMfBs7kMmkHRBYErW+BpHKYOXUl4RhIj0uEmfOp/c4lcc/9l+51c/bK/IDAdw8h4uwK4n0BWj+/GykJkmYTtLSYH+mkOOc76xydiQ4hf53T8VMxgfCuSuJFMU3CeTerW8r6wiBmhdGxhMoJUWYXT3I7XtRQyGUUIDOi8q5a+mvONalsnxmCwnDwfUFr1Kn+0hLB8tfvQZHi5voTJPSVeB/dDPh5/0kkylKz1MZPEbgGlFRMiZizVZS5y+hqGiEvK9IzOb9YJmoLhf4/Vhjb19VzUgUV9sQ1Q8V0VUd4qWkh12pciypsMzfygmuDG+d9QteTZbx+/wTaNldhqMowTl1O3lRHEvRJgfpsM7IDI349AznzN3KZ4P76TfTRCxoNVKUqSauSamPk9wWJ818glU18IXgl6i5qxPt8hjfmHkNI7M8aBcPkt8wjFSDFK0eJNNSyNr5ldR+bogVriZMaZGWBqoQ72nJHrWS7Mg4Wew0MaV8x82i+xfcwbm7/pnvdp/L3dNexZQW7UaGf73rSqqeitJxdhDLLcnMm4aaNGj5oiD0OihFBQyvLMO8fIQra17jv18/g8AeLwiIVVm4BhQQ4B6UaCmL0EYHrtZeikLFCNMEoYBh4N+fwvDpROp0lOoA3j6TqhcsXPtHkb0D4PWgNtaTrgjSeqmKM2+cbI8XR0Sh4uUMjqE41o4mpK6hTq8jNiufWDUE90lShS4c0Sx6e4R0QzFZn4a3bwhzdBRrR9NEnl/x+xFlxRAZwzNk4ugcpnBVBckLo5SqboatJH8dn8Epnr20Gh5OdEXwKS5mOg6u9Oo3M6zuqeWsi9aydnAaawZq0G4roHA0i7OlAyyLlmumka1NcmpeJwHFxUX+bWw5uYKLwxvecTP1qYSLWfoQVdrhe1BpmeXmvtNxRSwcYyauziiysweZSkPAR9dFlZzu387Ls2ZRuNXDWLWLgsg4Rv8glkNByVgQDsDwCNmyPBwDcUrWCeKlDhz9Ks5RiZqxwLLw74uCoqAUFmDkaCQOCKAfSIFpNdX0nFmGsCR5e9JYmmBwoQPfG9Bxx3Rq2/uILiyi5/Qs9YEh3FqWlCi13/8O0bvR14/aUGtz9I/FaLqqBKU+hmt1Nc5Ryeg5cRZXdnJGaAMeJTNRAXcALdkY2zMlnOG2HXdTZzF1QQvFgJNO3sonQuuw0MhXYxPplw8KPhDOXZoW1rY9hwxKrOgYwulk6Phy8rZ5kVt3g2liFAaIV1jU6inAy+3Vz9FuGOTllNw1VJbXtbHvxZnoYyqWZiEcOpm51ajxLKZul0O5X96OlePz9m/rR34qhjk8glpQAIaBOTqKMC2UgA/LNFEryzG7ejHau9Cq8xlKeKjWRpkTGOa68N6c41QpUr1c5B2hpOYJvhy7nNjuMA9HFjHjlQgiYzD75la+XfQaLycq+NGus+gvfokqzceQGWdLqoIyr91R93jcw61dJ/Ef0x5hgdPJCS546fM/5ZIVn0L+sZH+c9LMrWpleV4rp/l2csXxXybz0TBnLNjBDwreoFJLAD4eiof5yd6P8JnatybRib4zHotVsna8nrfcA6weqePWmkfxCZ20NA4qP3UJyfTl+/ls8ducImWqyqWXvsYTQydQvirJ8GwXIzOcjNc4WVjdxMZ4DSOLigGTgKHy+z0rAEgWSYQFCLjy4y9x772nEmpKY3hVSh9qJjOzAn/TOKML8wmbtsPQd7ShO50Mza0n2Gbh39JLpqqA+PR8fOkMvWdXMFYLzhGBY0iS94oXNSvxdowh9rajFOSRPm0hPSt1fO3g6zXw9AgUQyJVwdBcN8axthOINkB5th7Hs+vflv8De0VpWcjCPPxvddB9aS1jDSYvHXMbuvBRpHq5JrgfBRcvxouZpo0y+5Br5ZAZ55O7P0VqXT6PNnoIve7COSbxr25BxuOYmQzC6cQ5Al+59Hk+FWjjhaSfX3aey+62Mo4JdHCCa/9hv2NaZrnh8S+glKSYVjzM16qfZ7krQlpahBUXG9IqG+6bR9kzW+20imlN6IpmFtbx6c89y1DWj0gr6AMxCpr7kdksasCHlTZxdI6CaaK4nCTzHIzVuQnui+PLWGBapMOC8I4kRnunvblZXTFBI6G4XHaO2+9HVpUgHRqjdV5iKxN43/Tg2NSMzGQIhBfg7U1jqQrZkiDBnaM4rknz8/KXeCxeznc/eQHTOAb95S0H/S6HwvI5SdWFMbySj9bvIDwjwX0ti/jx7CcPSYkc7KCLVY081wAexcOQGUdmFcaqHGQr03yx8FUKVBW3OMDF9MESZ/5AOPfJUObPJJPvwdXUj9HZhTQMwrvGUKJxO3eqa+y7xsnLp/+MItXO88ZklteTDROdem+kFS4p3MDXTq+h4RdZlOZOO+/bPEDrVVVk6pME1rknuEyAiRZlxe8nM6cSx45OFJeLzIrZ9C9xIiwoWxUjsbCE/ktTnDd9C/9evHYih3oodKFyggs+1/AGdz10LgMnWzTc3sS44eKUwC6KVC/nent5tKiP15PVHOdqp0b38TF/Lwou9mUzvD7eyJ7tlQxXeTiQnS3VfPym8T66fxhkrmMIU8Lnmq6gVB8FCTcd/wTHuVu5uf90vl7yPACnuHtor9lIwnIwZMb/x2arK/0DfNzfzytJF8sqmilS7bzigRr/N1I68x0xSlU3f6l/BJ/iIitNVqUcFKoZvp6/kXtrT6B4bRrD66bwrC4SI0GOC7eyUanhssXrme7qoyOTzzNds1g4r5uUqbFvuBAz4aQ9lcdHLl3Lmo6lBFoTZKeX0/IxjfBWJ6ZboM0pILCln/iK6Vi6oOz1GGLjHoxsBlGeRzqkEL2gEteZA5SpJv9c+xwvRmezamAJ5Y93YXb3IQI+MuVheo91oCbB0iWGWyHUmmV4lk5khoq7T1C4JY2lK+hxFc/O3gkiKqFpqOWldi4+OoYSDoOqULA9xdgiqNLePi4ObGh/IrCbwCFpty4jxmlrv0jFLTo1Te2kG4pxdA8gO7ohGEAJh5CJJBTl4xiT+NUUr6QCfPs3V5G3OwuXSY737OMAF/hk7M5YqGlB3U8zZMOF3FR7FeM1Ntf9jBNb8WgZYkuSiKeLJ7pED9g2ON9FhWOYu3/9Eao6Dejux8itYNVAAIDmq0sxnZKq54uJ1uhYKrjzXHj22HntkjeiyM0HyLBs9a344mo83X22elYqBQVhElV+TKcgUq9gxHT83SZyWhlyVzPuwSw9K9xkA5LwLoiv9PCzmjvwKS6u9A9z/Mm/5CMt36Bmez7mwODhEbyUmPtaME8+hp5PZvjF4r9yvGuIgOLimvCmHKHgO0fck9OkYcXNg6f9hstc1/Kdxc/83Tvm/974QDh34XZhrFiEpSv0fy7JNTNf4t79Swj/YC5qez90DEzUHKcX1HD7yXdO0AMAPBuv5tZfXsCP55v88OSH2BKvoi2ej3+dG3V4hOzMabRc6ia0VxBstsj7bZdNHnSAY9zjQZomMp1GCQWJlTnI6w4QP66Glf+6li/kr2FLuoivBz/Npees5ob8tQQVx0HCIYei14ixNZPPr3acRM22KP5OF6/NX0K8XPJGRS3/LCTZiAtfi0bTCQX81FTZtOSeibRJtSb4PyWb+c+PbjxsOb3A6eSB/ul8689X8cmrnoMfF/KjUy7F8Ep+uu0MMmNO3OEk3y+1NVCn626O8zSxJ13GoVT/h+7yD5lxugyNoJLlVLdg1EqSlg56jDQ1uo+olWR1fDaN+gbCuaauqztWckygnZ+9cSYlFSM8MecuLjxtLQ8GluBrhcFnKvBFJJ45aeZP7+CBt5bi7tLIzEwiuly8URAESxDYqaMWSPYVFnFe6XYi9QreHg1tPI2/2Y2lQ8HWNNE6BywoJuNVCO2NISyJcOjIbAa9tQ9RXUOiVJJZU0S6McnXI5eQGXVR3ZJFjseQRhZzeARl9QjVbzlQGqbRe1IB0RoVYakUnNHN0HPlhPdlcO3rx+jqxqnpGMbbvQjSMDA6exCqaouBDA2RPfUYonUO1F7YkjFY5HRM/I/HrQwvJ8s4xd1DgeolLbO8mXKyJr4I96t+HDuawOtGH0kiu/tsauSAj2yBH70vAukMWlrS4Ojj8te+QMGIJF6scdPyRya+Z/Kxd337hex8YTq1T0TtVc5wgvxXN1Og6SAtksfMZNzvoCGahrG3icfUQABrehWZIPzgziuZ9mgLxsAQ5qSo2JhdQ9t5Ttx1UfTngigZi9L77YYvK5HAME2EpiP6B9+mzpMyV54INFRj7mlFCQXJlIfoPkkhOH0EY0c+6BZdZ4GrK49q50yyPpXwXpPxKpXBxSYNs7v5z9azoPYZzvSkGbdU/B2S9OxKHIV50Npx0KYs2BereImD25beltuXsC+876WjfDIsJFmp8v0lT3CBr5Mj0Tp/kPCBcO6emiTF/9bK+QVbyFNjWCiMry8kf+dWRDgEmgo5WmZnxyh9RggYnnj/Jb4evr84y/Tfpbnj4YtQkyaWQ6F8XwdyfJz44hKuPu0V7m8/lWBL5m2qg8mwchF8ZxfBe7uhvob45yJ8v2gjTuGjXI0R+vgtLHNm6TEkTmG8Y/66JRvjtGdupGCdilos2Pt5E+mw8DWB5bJQ2jzU3zMCmRijS4rQHVlurH36oM84EDG8U63+YMYPAoq1KEPznBRuNhmZoZL0OREphcraCF6hoCoWSZlhhcvFClcfk4UUBsw4t4wsYaa7m581nUHq5UKEBaYDlOWjrCxv49m35uMpi+HUs3x3xtOc6EpwU8EewFa06jUztI7ns/rFuegaZEpUbug4l+ZIAXeefjuff/BaPD2CaAM8OTCPBaEutidrSFYYzC7v44ZlL2KhsCFRwwN7TqHkLZP+VDl/WuzB9Ei6T3SRLtIpru1ncFchUnPailNNCoZHQJPA0hT0wnyE24VVkk942yjBh/cD0HftIqSAYFTibh+1f2eRq/Dg7Tb14n2tqCXFyGwW67VCKmMDMDBs67EKZSJdgaLaVTRSgmWi5OdBOg24EJE0vm6V5OkJitUM4CArTVanXCxzmlzkHaHflPxgcBaljgg//8uF1NzbR+nIHszhERhWUYMBZF0l0ZkhtLSFb18Es6sX4XLSf2wpP+w4DxHRGTwxi7NLZ5Grncm0HB1GjE/t+QRdW0vxjYLS2YcsL4KmdtvB5uwQm/eiZTNI7KqtidMgmUJp6ab2d4P2BWzo7fNM6A6EqjA4x4MZyhLv8dO4Ngr79kNFKVZb50TAJLOZCQ1csB2sOaOadFDB5dRgYSMtX4Ulla20rZ1BdG8epestUkEHF331ZboWhFkzegzFa8fRekbw7Q/hGg4wvK2SSCMMVPkZNUcJKhZDp6RxPaSRDQTwZUphX8tB54oSDOAezNJnBIHDpffeqzKbLlRq9Ti1ejvB/wUF7/9vvBeBbBewCvsI0oAHpZTfF0L8K/B5Jtwu35ZSPp17z7eAq7FzCTdIKZ97t+8o15LcW/PKxPNeI0aqKkP03LmEV+3H6OpG6A7Sp8wjladxS9uJXD5JhWXEyqCOaqiRUdTWHqzoOHptFXJ8nMGLZzE6S/JC/wyKNibQh+OY2IpA1FcxMi9EwaudyPFxcIaQpQVk8t0M3BDnhQV34BT2j9hhJGjN1FKutqLAERnyDmBPtgDHoEqiWOAalkhVxTlqU+tKVeIeEIzODxNeP0CiSEE+X8pjly7kONezhBXXe6pLr/cM8OqiBKd49uP4wn18+7nLCE0b5t65d/HI2DH41BQBxUXKTDBoGviOcI2IWPZFYqYbRnYVUNxhYl01xHDUywVVe7ipaA2O5QbPPbaUVBa+ufWTzD2xiXtqn8EpdHZn4bNbP8/4iBdPPCdQvD2fHUMFFK9LcN1XP87Xz3+MZwdns3lXDbs7S2gbzmP1R39GnupEQ2XYSvKxPVfQvb6M4lYTT/sYNVtiZF/KJ1Vk4m2PoYyOE1lWzpXfeZ3Lghv4TvuFbFdrqH4qg9i8FzUURJomViSKkhdCdvVO1KoH2wxSYZXQvjgik0UEfHAEbU1pGBjdPXZuWAis8Rgyk0WtLLfLIh065IfIFPlwbN9vO2PAHBxE8XqRM2toudSPkICh8Mj4bD4V3IOK4NnoYqblv05TNsgXX72W4DYHzlFJzbNN9vs9HpuCo7iQ6HHVpPIUUvmCgu0mcn8X0jRJnDqTBQtaOaNgFzNP7KM9kceZx+1gtuPtUzhhZfj03ivxXK9ROssiFVagMA+aO2xZw8n25qp8hKqi5IUmVIhkNoM5mpmoWpkMtaTIlmU8cwwl4UDxGIisiZlKo8WT73q8qsVFxMNOvL1ZpKrQeombGcXtZCwVCtPIYSfxYoXITIsNkSr2PtOADsSmefE47copf0ea4Vku5ixt4fuvXMxvq0e4rGoTX1v8Ar/oOxdPj8D7fO9h320Oj+DaqnJv3zJO8TwEHEzyF5NZPEdIax0Jf6tgxvsJId+NjwEQQgjAK6WMCSF0YDXwZeBMICal/Nkhr58F3AcsBcqAF4Hp7yaSvXi+S657rvKgsZeSKjf+8lrK79mLOTSMVlKMcY/Okvx2/vLiCh6+5BfoWIQUi9dT5dz08BUUbbDw7Y+DlPQfG6T0L3ugKJ/hxQVoKQtvTxq9Y4hUQzH7z9dRilIYEQclryv0r5CU1g/y5dqX+Lc7rkQfh0wQxJIobkeWzEsFhPdl6Tle49eX3E6+Gj9iFynYjSgnbr8E684i+pdDyRrQYyaGRyGwLbdqEIKeM4txD1qMVyskykyuOuk1PhPa8J7IvExpMWwlUQCXUOk3DSo0J+NWhhu7zuLWyhcPi0aOxHmTsDLEZJa/js9g1PByfd5mRkwTvyIoUL2sTZk8FFnM022zyDQFWHT8XirdoyzwdnCKu53jX7+e42pbyFga+/7ciJaEWIXANSJRDGxVegHnfP51Pht+ky81X86fp99PkerljZTFZ9/6LI4tXiqfHUUZSyA9LrDs5JER8qAms0QbA5gOQezCMdYsux0dlU+0nkPP7+rIe3YfsqIYubMJ4XBMpNdyB6OdcpsxjWijn6xbIDUouG3tYSs3tbAQQn7M5jYUtxsl4AdVZWxZJXrMxHQoZH0Knr4MzqY+rOERpGmhBP3EVtbR+K2dXF6wliciC7kwtImlztREdVLMSnH8xs/geDCMlrIrLfw7Bg/Kc4Mt78acegaWBoidGKf6FhXltc1oNdXs+l4B58zZwYbBSkKuJLfX33/YcfJswsl1T36W6f+yxWZKzFWhqLOmI4XA2vF20YLQNJRQ0H5SlH9Ekq1Dofj9iIoSek4rpGhDHK25x77ISQu1odZWwJqcEslVsajhMKlFtUTrHAjTbuKLXTnG7MI+3txVzzkLtvHi04vwdkukCpmAwBmRpPIEBdsNFEMyNFendE2CWKWLwYWCQCuM1YK737YxtiBF2WM6vsc3v73KOmTuxoJ6uk9ykyw1WH/ez//mtMwHEWpp80Yp5eIj/e29CGRL4EBSTs/d3u2KcAHwFyllGmgTQjRjO/o33+uEs9Lk2ehCwk25dZ0QyHSGjtfraCoop/QtySe7biTrBWcEfD0m0/oS9C33oiXdmA4Ff5cBmobV2oE6Lx8hYXChh/EvFfLYil9TrQkS0uSFRBXfNS6h+A1Bskrn8aGFGB6o+t1OzOgYWkU5ZLPEFwXpOlklvBO+tv1Sjq9o5celrxyxQSgtDSr8EXbUlCBMi2S+QB+HkUaVZH4RRXdvAykpe0EhW+RjeJ4L6TG5LLgRlxC8kbLQhUmZmqZYdR/xApKWBjd0nMeuwWJ+Pe8+HJjEZZbt6So29lRyV7CGC3x7CSoO3ky7adSjfLv7bJyKyXRvHx4lQ8JysDFazaWFG7gu1Jn7ZJuEDOwmpfXJWVxf8DoXhjZylfEZHIpBZzLM022z+L0/jt+XpCVawOWVG1k3p4HwNgVftyReKvB3WBS/2s7wSVXc9+oKrrv4TR5pfHhCVSakpNF2eal6Mrf0T6UZXV5KKk+h9L49KM3tCJ8XR6kXyyEY3u/HWipRFcHJ+fu4+YRp5L0VtCNT00QAalkJZmc31pLZGF6N4Tl2A0wmbOEeEFT+qTnHLHkILBPGYnYUDSTnVNC70ok2P8LXZr7Iv711LiVPO+g+wUX6M6Uog9WUvmnhGkjTc1mGx8peYFxaPL5mEReevQmP4mBVCk5wwX8OLcHjzJAICPI3RcAwMVuOULVkSfpWBJn1sd1sWDUDfWAIE7D6B3E3l7P9oflY+SpnfuOZIwYAv+0+mbr7k7ZjV3LHjLSgZwCSB0fW0jDsLs5AADE6Zq8cplVhdvUe0TkCYJpIp07hliR6fzQnbm3HbAfKhw/+khxDY3kxfcucSBW8PRIh4bxpO/jLrkV8c8XT7IhX4B6AyAkprlvwGrvjpaz7y3wsJ5gugbstjnsggN49QmpeOWZpGnWXk4a7RhhanEeqQFB/q4kaTyKm1yBVcVC5KoAVi6Gs3kLVmyrm8rmcXPp5Hsrx6P+/EK99kPGecu5CCBXYCNQDv5FSviWEOAv4JyHEp4ANwNeklKNAObB20tu7cmPvCQeqMRQhcUSzuchAYkYiFG4x4IuDuO4N4H98D2o4RLauFG17K2YsTll2JolyD/6Xdtv18lVlmNPLOfs7rxI13CzxtXKcq3vixPABV/qHyT/7jzy+fCGvPHkMQ09qBOZIuq6aTeWjPVg9fVipFO5VCWqidRg+nf+cdz8rXSmc79D56VEcfL/8SS5lBuWvWBgeBUc0g2tEQ00BdZWYXifZgI7pshuo7j7lNnoMP08mp9GbCVLkGGP7eDn7x/L5XeM9h9VFexQHt1c/zXilQV6uEeaXo7P57epTcQyr3Nx0Pj8JmCyb38yWF2fgGINAu4mnO8W2hnkkigSVTw/RdWYBri+tOcwGU1p8r+s8Wm5v5NaSc/jypx5l3Yrf5USf4YmiAN/achGZtEZ0f4hb4ysJ7lIx3DCyOIs7L8lw0E/+GxpZr6BhXge/GVnOyf5dLHbG2JvVyEonli6J1QcZOEYj0JaHrydLoNV2LorbhRkdw9M0RGRxMVZBhv8YXMH3i97kXN9ObuYMoscU4+kJoqYMTIdK+8leau4yybo1Os9wEJg5RKw5j9BuQeHGKEI58h7GgTSL4vWSOn4WyQIV5wjMK+miOVXMVxe/ROIYBzXOAX6062zGUirJfJXAphFKHyxlWfvX+PIFT6KkBSaChGXn3BNWhlf7GhiM+PAoYDk01GgMrajA7pacBMXrxjViUesdom3BAPwspxebSDDtVzsAGLpuDsd5mjhSs9InSt/kD9nzUAIBrMZqRmf6CLSlUEcSWDv3HvRa4XSCJTHHxmDMdu4Yk8TEFRWtsgyzp3/C2Sv5eQzPCRDaOW5Xl02+SL5LGaIRcuGMQqg5i7s9Qro0wD3rj0U4TJqSxQykfehxyfyqLi4LbOMtxxC9FwQwLAXr+QLEzhbCm9LIokLGq0EmNKQKLR/PY8kpu9n43Cyyfp3RGR5S50WJDXmZeVP+RKoJePtCYxjouzsouLWGC5d+nZs/fQfXr/s4Dx136/vCw/SPxHty7rmUygIhRAh4RAgxB7gF+HfsKP7fgf8CroJJciKTPuLQASHENcA1AFXlb09DQZCSOqf6d7L138vha7MQu1sQDge+1S1EHQ1AEplOIxNJ27GPj4OUKO39uJUSmr49m7ydoCct1LTEo2S4qcRekprSw7ZMikrVotNUqNYkeWqW2d5uCi8e59m2E8h6BZ5+i/iMQlwddsOFNT6O+tYu5Mo5XPPE51l98c8o1d65IahSU4hXGVQ9PMzI0kKkInAPSywV0kVe1KyFljKJ1DswggZ/HDyeJYE2KhzDXB9u4geDC+hNBPlm3TNYCFqyMb7ZcSH7hgv5+dwHGLfcTNPSPD2+iJcGGtm/vYzwTkFJQhKtE6QKLFz9GltearRr+gfA25FA6x4mu6Ca7NJxBkfycUQlP2k5C7XuaUwEd/aupGs8xOCIn/ArLoaXmVy2bB2ne/bhEx5O3vFROtsKES6T4ud0sh7Bp298mpTUuKX7NEK7FJyhFG5nBpkQdF1YgZqWdL5Qzb6KCu5xL0PRTdQuF8KAknUmztEM4b0K0VqFkTkahZs0wmMFiLE4IpFgZFkxX/rug9Q5BvjvntPZmnGgCxUlruIetPPDsWle4sUqyboMxh+ho9+k8DFJsqOAxleGkbqK6B1CJlOo9TV2CiGdRqiqvQkoBOOXLWN0hkL+DhNLFXj7LNa01pGo6uTp0VlIKTBX5aGfNMQlS9fzoLYIZ7TMrr2O+vi54xyUrODO/uP5k7D4beXzvJjMo3d3EY23jyJFBiPsRmk7RBZPCBSnE4oKCO6L8+oPj0MRYEXbJ8oORcBP16XVhE7so1bLMNm5t2VjuAQ0pxoZr/VhzphF3gutFAxGsQIe6DtcJPoAe+Kkk3yiuQhA6Bqjx5YTfsOa6CA1C4IEWpII00T4fMhU2uaWeRfHrlVWYGRM8nan0aNpBpcXoBigeZP866InqNSHuWnoIgZPyPLziueo0HzsVeM09Rfi2OijctdOLClR3G5kIknV8xnGpjko2BTF1+1ha3QWjhWj9M3RqPilSffGEB4TSKZssrNJ8xOahjKtEtnTj+OFzUx7y8e3hq+maNDkko6vcvfHfslS57s3+bVkYzwdm82XQm3/K7W2/5/4m6plpJQRIcSrwJmTc+1CiN8DT+aedgGTE+gVwGFqAlLK24DbwM65HxjvMBJ0Z8vQhcH0wABrFlWR52qk61QvNXd34Xtgrb3kFAJRkGezyR2ofkinGa/xUrzBwjlqoCYNMkEHf+1cyBdCe/hNZCa3vHQ6ZaskqbBCvExw/kVr+OuqYwk2KaRDUNaRYniOCy0l8W7vxXI6UYIBzOERpJGl4yNORBbuiCzOVY0cGT7FxWXL1/HaG8dScW0z0Yyb3j1liGAGOeJAapLK5yB/Zwpvv87mTfMovm4MyyGAEf6lYD094bVM1710GSZX7P4kXXuKcfcrbG+o5M+tS/lS/Spe6J9Bf9RPeIdg+FiDk+bu4Rslz1GpKXyt52Q23rYA6/wRRpQ8wjsszFJ7GVv4Fw+RT0apDo+yb+00blx9NVKF2j91Ex7qJ5TqQOgahRun8dL65fx14TLUhELdfWPMjA3RfmkJ6ZBEj8Hro/VcVbKaxcc0syFUTdn9HkynF+GWDK/MIOIawT0qodcEkToHlhMsTeLrBG/LKH0nFVBxeRvLfEN8s/BVEpfCdS0fw/x+EVqen4ovNHOlf4CkzODVMtyw83J+Oush3P0K2pqdqHlhxqumYTqh/GmVpFFGoUshVq5Q/uIIcn8XQlUReSGsRNImGzMt+7hRVTAMVL8fwyUoXp9lYKFOsj5NY3Uf3616kcXOEc4d/zRDOwtRwxJjbQGR87t58rRf8YnCz5J+Mo/Y6TEeXvobHogs4Yk7jyd5bJxvaCex6qFjaHxiGHN3s33CuV1Y6TTSMGxpyVn1xGsDOCIG6qubAPCuy50jQHpJA2NVDkZnS9Z+7P8QVFxkpT6xwi1U48x2+NiZSXKct4n7y06leH3CLi/u6LZXP4eUBuZOQMBuJrLS6cP2IGQ6TfDJ7ZjG2xuxSksnwjRRCvIw66tQugYmVjxHhBBIjwtlZyuuogKsgId0WOCISGqLh9idLOP7G87HHNe55bQ/8VainkZ9O6tjSyi+14X/rRaM6BhqQQHC78Vo3Y/28kbyAKk7cO6EynVeWv0zyPolgwsUXMOSkvt2YSUSWMvmoKSysHWvvRdjmoh4EjPHJGpGohT9dg1CdxBaW8Tlvn9i1fn/dVjK60CH94E9rKAaf2ebP0B4L9UyhUA259jdwGnAT4QQpVLKA1vTFwE7co8fB+4VQtyMvaHaAKx7L5PpNWJ8rukKgo4k+4aKiA940aZDwUYDxxjIkYj9wtyV2BoctvN+YDt8twt/W5x0gYtYuQNPv6D7JA1HwsVXe05k23AZod2CwOpWfCMR+NQiHnr5WBr+moC12+zGlOIikidPI7zHsPU8C/NJzCzBs9WB0T9ItiiL7s7yx+dO5qxLth1WYzwZ3y1cS/pGjSdfWcy3znmU0xuaac0GGDZ9uJQM3yq7iNMr99IWz6f1wQb+smsR31j4/IQoyPRcYFCoOvl1430UzjQYl4JiVWHGzF5cIsvFZVuYVdvFhsZaPh7cnBMxtlM4c7w9bJQL8NwVIlMv2H9RgLo7uqh4UWVovof/nPswjw4vIvaaYW/2rmrFGB5BcegoPq/dobuzmcI9CgV/MpCGgQSky8W0+0xSNQUopkXk6xV8r/EqBlcYOPo0BpaAc0iQLLHQXQZFpaP4ZqXpf7gaAG+3xN9pkA6q7LvJx/cW/ZUr/fYSWhX2iXVL3f2cfeo3cA25ubfyD1g4+Wr3qby6ZSb+Jo3OhnwKT+smsXc+qaDKWK1AKpLeCkHJm5DMtwWKTb8La2kj+oYmzPZOhKpi7W6a+I1kxrK7JaeVoWYlkXqdj132Kk3xIk4O7+EE1zhthoJLM7A8FqZfonizzPN1cd6r/0RwvZNFn9/M8ztmc9HDX+Gs4zdjuqDydo22wWlUj3djtLUjdAdIC+Hx2P0UXi9WPI7SM0hyURjfziEOjX8Vj4dkoc7pN7zBGYEdOZUulc0Zi8ejC3i0dR43zX6a2Y5R6nUNiOM/s4/mmiKm3x1EdToYPaaA0M4IYn+PnYI56AtUlNJiZE/f25vQk3CAXOsADvA8IQTsaLJ5dY4A4XQiGmqgrRMj34tGKYlpIdwtwziiEkdc0rqhkmZHBXp5nPs/8ju2pyt4uGsBv3r9NPzNGqX9MczhUTslOzgIgwevPmSu58CMRJj2yBhDiwOoKUn+s80IlwulqABlYAyRypA+fh6Orghmc9sE5cGBtNQBp2+FfVQ39lF8BD3afdkUD40dw00Fe6jTfdTpQ/y9JfH+EXgvkXsp8Kdc3l0BHpBSPimE+LMQYgF2gLEfuBZASrlTCPEAsAswgOverVJmMvyKxs/rH2CmrpOtNblvvIr/3HwmY41+yh/vwjIMe6mVO6is8fGJpZdamM/eb9aycEkzPY9Pp/zlKCNzA0y/tQeSKXaunIfxmVFiJyYQT9i8zUWP7aPwnri9AQU2l/PQMHW3K8jxccxEAuEspfvTGYrCHmJPLUNzJSgKjzO6zcvL8Zm8HAePkuEUz15qdR0NlX8bmsvqwTrub7yPbxa+SuZEjSXu/VRpPqo0C7BPshMX3wnAndFGNi+soiQ8TlYevLETtZJszbiZoWfIVzyU5paCZ3rsk/Ekt70xd6q7CQ5hCJ/l6mLstAQJ3eQPx/yJiOXhp6s/iWtrB2MX16Fj0jqej+lSCL7VNdEoZqVMyP1PFK8bMzpmR745ByVNu8574PokJTc7UTbtobCrEC1ZQd9ZGdQBB2LlKL6Xw7i2uImWeempNPHr4O2VFD7bitHXj3t6HUMLini+Zg77UsNcl/fmBP3tpnQZ51+whnmeTqbrLsasFPWeAfY35NEWL+d4dyu3mysJfaWTH1c9xXxHhoQ0iVuSs8a/gWKA5ZS0neem8dj9pH7QgHN3N+PHVuN7dS9mJIpwOlHLSug9s4zocSlULcktS++mUI1Tm28TO+nCQcSy0FUTJSmomNfPj+ofRkXianESbM2y4Y4FVHcZeFqH2bBxIdVvdGHs78DCjjAVvx/F58XoH0SOj9upAsOwnaDfR9EzrYfl3w+gfxlcFlrPXIeOKmx62rcS9Tz81+MJN1nc/OnT0Bue43zvKLMdbh6d/WfuqpjLC79fCsOjhHbpKNE45hGcN5Z5sHj0e4DMZjD2d7z7azIZlL5BqC5ncIGXcLPO4EIHJekwzjHJeKVC8fw+Tihu5iT/bn7SfRYdY2E+X7Oa2+65CM9gFmHYlCEoApHTSRW6AzGrDsuto/VFbFoDKZGbd1KwXcM8dg6D59UTL7WroipfiKMNjjPS6CTgzsfV0T2RjjpQKquVFGPF4hhhNxeXvXnEjdVCVdKezOelpMqp7vfkyj4QeC/VMtuAhUcY/+S7vOdHwI/+1sn4FBfzcoGwLlSuDvbxiRN/zyLXZ9DjJejjBYxOd1J450ZQ7DK3thtmEmy28AwaWD4Tl2rgiErU0TiuiBcr4EHJGgQ39sFG8DcEsAqCiP4BzEkNGigqajiI0HWbX9w0QVExm1pp+E41o0tLEHlg9bnIK+8js3KQ2546g/ztkpE5gtv6z0M9eZiAK431myKyHoVlS76Ga9B2xudcvYVCZYig4sgt8XR8iou2bAynkuX+k26lUTeIWiaTnfTWjJvPPHUtSLjihDXckL92otb2neT8DmClK0VN0TAdr1dxRewaQm85KNnagjUSoeq5DDfWXUaq1U+JIoktKMeT47ie+Jd4PHRdNZuK23eAQ2f8+HocUcPuCN3YROlPw2hNHZhZg8jyCvpWSDRXlmNWtHFsqJW7nzyL8GM7cZ40EyyNkjfG0QbHMAaG7HRAexfVzwZY422ka0Y/nw3bBVXbMin+u+0iAs4U5wc3YWASVj18M7+Jhe793CzOACCZ1Ug/MI2Hr1vMsSUb+EzbGYQdSf718vuY5ewlpBiMmDoXP3kDdVYGdB1PVwIRDiFicVKnzqP7BI1rzn2ej/h20qirpKTB6Vs/xWlle/l2ob3gPNYpeKzxIfbVSrakK/lJ59m41CzBFgv3ql1Yp8/GdChYTW0E9zRjTEpxKG4XFOWDaU0wKCpOJ0pJEeMLSoiVqJQ+1cmhUFwuzIXTkXkZKjQDNbeRvd9IcNsfz8E4Jk5fgRttSwE/U07nrLn3oQuVAtVLa7IQNAVzJAJDw4d1Jf9vofj9tnzhISkcxe9/ewUNNi/UeIyxUxuIzDGIzFH49Rl/4J7zltM2lseScD+fL3qNoJKmWtN41TvI+qZp/OGPF5L3+Ga7pDV38ev64nziNSZ5mxT0hGRgGVTO6mPwkXKKbu87qLLH0T5E2MqncG2SbKEXbXcH0jAofSZrR+nVFVgBN2zdZ79PygkKYH1rK/d3LnpH7qUlgTZCSpIj0Tx8UPGB6FB9NziFzhtLb+fBmTX88M1zKSkdYGzsGIYWCMI77dxt5II4+f8yzqwfS4aDZRTt2Yyl66QDpfReGaL8FR+uvgRy805cY+O0XzOD6mQ1Zq6TTegOxMxaOs7Ko/KpEay+/oOY5qQikAJKH2qmqKYE81dOCq0Ued3rUctLiZwfIjlNUPtvOiKrIFIjxGbk4YhoJBoyqE6TG9Z+HKXbhREw8bVopPMlNUs7uWf6/TlOHLvKNHiIr17uNPne6Y/wg9Xnc++q46g4bYSzfXup0nz0mgkKVecRO2VjVorTt1+JvLuQaY9vt4mhUmlMy0RxudBf2kRFdA4iHYHmDoxFjXYr/SRI08TfZSEzGWQ6jXM0i5I2iTZ4CK9OIt7cCoWFaMWFDBwj8HYqpGNeHNUGv9p0MnW7EiheD7717XheGofaKvuDLRNjyTyG57iIl8EnT1zFK33T2Z4pYW3KyXdfuARvh0rPggTX338do0uyXDB/C9fmr+LaV2+g4mmV82Z/g4oX4wzPg0/nr0EVLv6j6jH8Quaif5vv5hO7L8HVpzI4z00hhaTyHHhNiTLsIVGkccopW/hKeB8WKgkry5XNlxD6oYfHT1jJfY1LOW/eVuZ4u5nt7GKFS6Fa289PXr4ES5PUbRlGmiaOiIGQ8iA1IKE7UPPDmKMRZGuHvfKZWYsSjyMqy5ADw3j3+/B0KRjleSgjoyjhEFaeHyPopv10F9NWdvBU7V8n6rGjVpKz136Jusf6aSos4p5Lfs2n1n2WRNpxUE/DWeGtXH/jbGbcGDo4gHkvmNyBewiE48ibjQc5dmwKg+RxjfSdIPn8ytf4VGgjpaqHM6a9iIVFazbLF/ddQTTpYnnZfp57fQGzft6FjI5hmRZKXohMTQHdJ7i48qMvc33eZqLnmZz4wlcoeUnDmilQcwsRraQYaRhYkShGZxeis8tuUuRtrnyZTKJWlpMt8mN6NFxuFwR8E5V4YLO99g7VHtE+v+LgUl8zHkUnaiX/IZJ4/wh84J07QFBx83F/B4tO/g2/6j+Vt6YVc+Zp6zn7km3cPbCcdatmkilTGatxE9obgwXTsXSVQGuSgtUR27ENjdj54ngCS4eejxRT6tCxduyxr+K7mqkeKQbDwJrk2BWPByvsw9+RQkbHEBsjmNKyedktiTU0gr6+knilSfs5Kvk7bBoAxxiki03IKFy2cB3Pds6ksHSQKt8oq3vn03BbD5mnCrjqRx/lm5VPs8J15AhcFyqfCQxw4um/YFxq1GsKB6KHkKLxm9HGSYyUNh6IBSlSFZLPFFPy4EaUkiKMzh6wTFvlZvo0xO5W5PrtqJUVmI01KK9vPiznKzMZgq+1YuaWxEraZKzOjXvQQLjdkMlAOMCeLxZy9akvs2Wsgr1DRfi0DFIK1EQWGfBB3yAyk0FNpMiWhNCBeEBDj0PZGwYPxU8kNS/BG4UN9KaChKtH8b4QIl7pxD0sKbw1zeq5S9hwaRWhwhg9F7tZWN3JVn8DVCQpVOxNv8mi4N/un8fjbXOJD3v48hVP41Ey3Nu5lKAjzcgt1YQH/SQLBasfWcidn2pndaSe17c3Ilwm+tlOGo5vQxGS51pm4p6e5RP+/YCDQUuixUFLCCyvE8XtRntjh52umuQQxaw64uU+3C9HkZZp37bb5YhKZ4+d5/U60PqjdvdrWTFtl5dw1oVrOT6wj/mOPio0N/okXvGEZVJVMEr7JZU4RqElW4Qx5GYcN9klb9dqn+NJ8fD0ffTmFcPf6tyPUPmieL3IdPrdN08no7SIztNV8GZZO1rDN/N3owoFe3YqvxtezvALZbgHJLv7/dRFk5glYYbOqESqMLoyTf4rTmru6+cecQrR891cGNqIs8uBczRL5KlSSjdFkMD4smp6l9ufXPaGifuZTXb104E6/9wx33lROfUXNjH+7XK7uu4QCN2B3uKGUw4ej1pJfMKJR4EvdJ7Cvkghj8z+81HRqXpUOHew67oXOOEHZc/y3KebmevqZKlT54Sq5zlpbiE9DQ4SIzrOMTfdJymoaUHedolWXEzg5X1YSbuxw0qlqP1DO3u/WknXWXmU77UdpVpeYpeN7dt/UNRiJRIoO1tQMhlEMADxBNIE4fOiGgZmJErFCxESFT6cw3G03fvxP28hXC5cZ9QRurqLz+S9yZ7xYs4o2EVXJg/DZ8uVZf06w3+p4VsXfpRVcx95V/snE6UdgE9xcX24CX2SY+81Ynzvvi9hOSS1r9uScdZIZOKklYaBaOu2o0whQFVIlntx73IevqkmJeag7RwUr5veY72Mzcgy45Y4Hf80l6zf7kLNnz7EBYEtfDN/N7Fpac7ecSXebS4y+QJnZ5+9J1JSjOV3I6SEVBrPmmbc6TRWMkn1liL2fbWWp3YtR0tCfEGSkTMBh8nAYp1YqR81LenpC3PtolXMdHXzEU8Uap9hawZGLJW9SYXXYjPoSOZxYmgP921Zgu4y+NOpv5/gOv+E/wEubzmfyHSFQEuY7JJxst1e/vvPF2J4JKoTKmsG8FZluLnmQao1B63VWX7WdwZn77qMx2bdx2Pj88gGJGWr46idA8iifBRpTQgxA6ihIGQMXC9sxZq86Sglan4eMpOFTAbDq6H4Pah9w4wtr8Y1JPmnglU5p+6j14ixKVPAfMcQ7YaHF8eX8q81j/HJ8i/i6VT54bazcQyrBBYPHpYrnuHrpZfidz2mjogjRe6miXA6J3hj3g3C6UTEEoR3CkZn6+xrr2Xui/+Ea8kw/zHrUc70pOlJBnEPSArW9CO9LgYXBRlrAKsyxc1L76cnG+bXOy8gUxak/LUUq/cuY5V2LNZMSSao2myTO/bZYhyv7CFQPJtTvrCW8vNGeXL8FNRVW1HzQiAUm5KiuJBQi0HP7+oIb94+IdspNA1pSbRplQycVEpg8eBBqc61KZNf9J7Dr6ueAMChGAxtLGZ/o4Oio6Dn6ahx7gdQofm4OtjHgTpfj+LgzQX3sz2T5bP/9VV8zcNYZwX5+bl388fjVtB5Zz0i6EeMj6P4vHbjRv8g+li1nZsvLiQ5o4SOz1q4N7upaD58s8hKJif0I0VVOUJTsfZ32YIiMxvYfb2HZTOaWbdhOo13lGJt34taXEC0XuHxhgfoMTQ+U/oGxzgH2JAu4YxLtvO1PV+k7uq9/LTsOfKVNIduhr5XHHpSb83kU76ii7GUi65oAZW7XYctmyc/N9o7cbV3IgGxaDZKU+fbVRWKijqz3m5NLypAS0guW7qeN6fVcM/0O6nR7Wzu/eN1vBCfyezwfoLCzRmle7irvIhoxEH+SyP2akEIlJFxZEEQa2zcblM/kPbKZgk2wfBig7zyCNdM28xHfDtYm6zlJ2vPIvyKQKqCVLOT3ynHc+ncTZzofpOg4qZSjbHyoX8mf4tAzUhGZwpC5yT40pJXaXD205MNs04M8IueMyhyjbO9uQLdLUlUeDD3q8iSNI2LOumNB0hldExLIZ518OvBk/h56VvMdOh8v+xZTlr3NU69/0Z8PQZ1W9ow+vqRBQUwEsWcxKoodAeUFducMEeoJhEeD8ItsQBX9ziWx0G2xma41OPwra7zyZgqipBs3FlL0Rsqg4slWnGC/Mc9PFB9EuV7TeJFkvQmP55+SdlJB1fBmNJiV6yMdEUI7X9mFTgIqs+LlUgc5MgPFBy8FyhOJ4k5ZQT2Zyh8qhNZkg+mJLElyHWnfpaq2b1EEm40BZK1eQzPcZBYlCD/GTepGSmWOAdoUhMkqky6PC6qn4kRfrYNKxanoLKMZG0+wpRYlkSrrsTsG6Dors1s3zyHDfku3Ntb7K7e8RiK34dSXY4Z9ODdP44/EpvYWBZOJ0oggFAVOi4pI7kgwe9mPDzh2E1p8cOOc6nyjuJXHDiFzndLXmD5R1uYo787ZcsHBUedcz8S9mVTPBebT+bkKKPDYSqfsbip6TOMN2YpAGQkirQklJew+/ogjb+LU/0fGxAOHXP6NLS4Qc0tAkdXF5Z1+PbTRKOLqiIdOmJwxK6PNk1kezdkw3y97FlmfvRZrlt2Kq/tXUh+foxra55mSzpEgz6ak9PyUaHF6DJixMsFc/w9uaaJv121/kgwpcX2VAXfr32cE1zwf6bV8fi+0/C/sg8zEjk4GpscoQmB6vczMsNPyKqEzTtR/H6SK2dguhT8PSEYHCFRXEyVc5hrZqymbtJK4ppgDx1GjKx0Y2GxMVKFVECPS7TKCmQqzdDJlQwcbyBSCjN+WYxo60AJ2RvYRv8g3j4TvXqYM8r2cFlgM35F0JQsRh3Wab8ki6NHo3BJHwXuOAX6OCOmyYuJAP+8+nPUPpFFKhAvc+Dtgmf3z+Sbs5/jO9suIHyvj+7TJL4Wjfi8FE5/GsubwdziQYsJltW38ovKp1idKqZEjXKsSyVqJXkmXsZ+I4Eu4I7RZThHVAru3ohMpyc43c1DyvMmqjkUBXlIu7/i8aAUFzK8ohRvbxZXm47p0lAicTI1eVgahD7RxaZVjdT/oR/pdDCjbSeK34e/qxxn0zDm4F7yCgtAU3FV5hOtc6EYEpdmlwV2GDEeHp/DprEq9o0WET/GScVaz2EUuPZkc8Rgh6ZhVHVC9Pqwt2gawu0+LFg46BiMxXEOJVGHxjCHR7BqS9E7BrEagtQ+mGJ8fSmRUwwqohaGV8U9KDG3e4icG0OmdFa8/GW8wSRqXMHfLhmv9uDy1ZIs0glti+BuGkD6PIiFM2DIruJCVRE7W3Ck0liKTcCG04GMRBGGSbTRjzAhURSm9A8jKH6/rRE7EqXv/FrSC+PMKB3glfFZrIpZvNbfQIl3jD0bqtnpr8CUguWBFtrTs/h+4S6Olk3VD4Vzn667uC68nauXbuGt+fl84w9XUfFyjPJbmkFVMeMJO/cWS6CkwoR+3Uvb7xaR//guhhYEiFUKah4cwhoYOmKUciCKMUdHD2MUFLqD2gdMLvNey75T7uDOqtdJV77MoJmmQvORlSZZ6aDXiE2U+YUUjWRtmg2j1Zj5u/6unW7zXR0sd5qAynWh3VT+eIQf7z6T8O/rcb9qN3coTifoOkLT7BPfkqBr5L/ZB8kU1rwZNF8R5ppzn+f2x84gsM7eQAq0SVwie5BjP4AqzUdaZnkkVsS+V2upWpdlcL7O0HkFKG1uLjz7TU717+R7/3o1VsCNWl5qOxK3E83tIh1SGB718+eBZbRNz6c3EaTnpUqs6WluWXk3fx1aQm8ywGDSy21Pn8Ho6V7uW7cMT7uO4TGIXRvhxukv8W9bzsHxVpCnS+aR6Peil6t4OiFRZkFEx7/FSfr8CLFyBcWANfvquCswl9ZkIf9e8grgIai4WTNez83/cTnJIkHh5jQV6aTdEHSkksIclPpqsiEX2vq9SCkniLbE6BhWST7xci+GW9B9ooNpq3uRrWlMwNk3yMhn5lLlHaW50E6lWDv22I16ZcU4uqNIrxtKp2Os347QNPR4kpBZhpK1eGt7PatKX+Yvw6ex9afz8bfGCFkQ2rVxQmnsMEg5QXs8GeYRGDMn7PN47Eawd3HuWlkJow1+QokMSn4eyp4OjOgY/pdiiHCQ5JJKZv37AGZvP/2fW0T1ZS1s2zoNkVWREQflL4NU/CiVgsgMiZIV+NodOMYlvSfnEVvu4qMztzCS8bJ1qAzlvnk4xi28bWMIXQVFofN4P8E2E/dAHqONbmKVAkcEksUSOauWeLkb3+oWhN+HsMAYdDHyaDUbmvOwXDpWoYNtc8swq7IUrNF4aXw+u9bMo/ejGf7lpK3vSaryg4D/kRXy/8skhBgE4sDQ+z2XfwAK+PDZ9WG0CabsOtowZRdUSykLj/SHD4RzBxBCbHgn6sqjGR9Guz6MNsGUXUcbpux6d3zwe2inMIUpTGEKfzOmnPsUpjCFKXwI8UFy7re93xP4B+HDaNeH0SaYsutow5Rd74IPTM59ClOYwhSm8PfDBylyn8IUpjCFKfyd8L47dyHEmUKIvUKIZiHEv7zf8/lbIIT4gxBiQAixY9JYnhDiBSFEU+4+POlv38rZuVcI8ZH3Z9b/M4QQlUKIV4QQu4UQO4UQX86NH9W2CSFcQoh1QoitObt+kBs/qu0CWwpTCLFZCPFk7vmHwab9QojtQogtQogNubEPg10hIcSDQog9uXNs+T/ELinl+3YDVKAFqMVu+9oKzHo/5/Q3zv8E4Bhgx6SxnwL/knv8L8BPco9n5exzAjU5u9X324Z3sKsUOCb32A/sy83/qLYNWwLSl3usA28Bxx7tduXmeiNwL/Dkh+g43A8UHDL2YbDrT8Dnco8dQOgfYdf7HbkvBZqllK1SygzwF+CC93lO7xlSylXAoVR5F2D/eOTuL5w0/hcpZVpK2QY0Y9v/gYOUsldKuSn3eBzYjS1yflTbJm0cIII5wPsgOcrtEkJUAOcAt08aPqptehcc1XYJIQLYQeEdAFLKjJQywj/ArvfbuZcDk5UKunJjRzOKZU5+MHdflBs/Km0VQkzDFmt5iw+Bbbn0xRZgAHhBSvlhsOsXwDfgIF2Oo90msC+8zwshNgohrsmNHe121QKDwJ25NNrtQggv/wC73m/nLo4w9mEt3znqbBVC+ICHgK9IKcfe7aVHGPtA2ialNKWUC7CF25cKIea8y8s/8HYJIc4FBqSUG9/rW44w9oGyaRJWSCmPAc4CrhNCnPAurz1a7NKwU7m3SCkXYtOuvNte4//arvfbuXcBlZOeVwA979Nc/l7oF0KUAuTuB3LjR5WtQggd27HfI6V8ODf8obANILcUfhU4k6PbrhXA+UKI/dhpzVOEEHdzdNsEgJSyJ3c/ADyCnY442u3qArpyK0aAB7Gd/d/drvfbua8HGoQQNUIIB3A58Pj7PKf/VzwOfDr3+NPAY5PGLxdCOIUQNUADsO59mN//CCGEwM4J7pZS3jzpT0e1bUKIQiFEKPfYDZwG7OEotktK+S0pZYWUchr2+fOylPITHMU2AQghvEII/4HHwBnADo5yu6SUfUCnEKIxN3QqsIt/hF0fgJ3js7GrMVqA77zf8/kb534f0Atksa+wVwP5wEtAU+4+b9Lrv5Ozcy9w1vs9/3exayX20m8bsCV3O/totw2YB2zO2bUD+F5u/Ki2a9JcT+Ltapmj2ibs3PTW3G3nAd9wtNuVm+cCYEPuOHwUCP8j7JrqUJ3CFKYwhQ8h3u+0zBSmMIUpTOEfgCnnPoUpTGEKH0JMOfcpTGEKU/gQYsq5T2EKU5jChxBTzn0KU5jCFD6EmHLuU5jCFKbwIcSUc5/CFKYwhQ8hppz7FKYwhSl8CPF/AUIiwMdGssZFAAAAAElFTkSuQmCC\n"
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.imshow(cfr)"
   ],
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